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_wbs_wbshttp://www.blogger.com/profile/07521614307368912779noreply@blogger.comBlogger59125tag:blogger.com,1999:blog-7426930344304665428.post-61505785789108191172012-06-17T17:59:00.001+08:002012-06-17T17:59:35.411+08:00LAPORAN METODE FALLING HEAD<br />
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1. Tujuan
Pengujian </span></b><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Test ini bertujuan untuk menentukan besarnya
koefisien rembesan (k) dari tanah berbutir halus<span style="mso-spacerun: yes;"> </span>(lempung).</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg85fM9l1H-Zsd0M2dBCJoYhL42reB-MMAh6bqZpqUdAXz2u8_rD-NpZPdfZhm6ogdPcJdvZ62won2FQeOXkqlx8xC5KZcNVFnfF4jEeiyiy3_oMFsGgiSG3VBItfM2wmBkCR9Yjaw8TNM/s1600/foto+rembesan+2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg85fM9l1H-Zsd0M2dBCJoYhL42reB-MMAh6bqZpqUdAXz2u8_rD-NpZPdfZhm6ogdPcJdvZ62won2FQeOXkqlx8xC5KZcNVFnfF4jEeiyiy3_oMFsGgiSG3VBItfM2wmBkCR9Yjaw8TNM/s200/foto+rembesan+2.jpg" width="150" /></a></div>
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<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menyiapkan alat rembesan metode Falling Head</span></div>
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<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><br /></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Peralatan
dan bahan yang diperlunkan :</span></b></div>
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<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Falling head
permeameter</span></div>
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<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Malam </span></div>
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<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Timbang dengan
ketilitian 0,1 gram</span></div>
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<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Termoter dengan
ketelitian 0,1˚C</span></div>
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<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Stop watch</span></div>
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<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">f.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kertas Filter</span></div>
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<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">g.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Tanah berbutir halus
(lempung)</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Urutan
Pelaksanaan Test :</span></b></div>
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<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Memeriksa dan
menyiapkan tabung test falling head sebelum digunakan.</span></div>
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<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">memasang malam pada
bagian bawah tabung, lau diatas malam tersebut diberi kertas filter.</span></div>
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<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Memasukkan cotoh tanah
(lempung) yang akan ditest sambil dipadatkan pelan-pelan sampai batas yang
ditentukan pada tabung falling head.</span></div>
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<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Apabila tanah lempung
yang dimasukkan sudah sampai pada batas tertntu, lalu memberikan kertas filer
diatas tanah pasir tersebut.</span></div>
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<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Terakhir memasang malam
diatas kertas filter pada urutan langkah no 4, lalu menutup tabung dengan cara
memutar baut yang ada tabung test tersebut.</span></div>
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<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">f.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Mengalirkan air melalui
pipa plastic ke dalam burette, air akan mengalir dari burette ke contoh tanah
dan akhirnya ke corong. Juga harus mengontrol bahwa tidak ada kebocoran pada
alat dan tidak ada gelembung-gelembung udara yang tertinggal di dalam pipa.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0pt; margin-left: 36pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -18pt;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">g.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Membiarkan air mengalir
melalui contoh tanah untuk beberapa saat guna membuat contoh tanah yang ditest
cukup basah.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0pt; margin-left: 36pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -18pt;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">h.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Setelah itu, mengamati
penurunan air dalam pipa yang tingginya sekitar 1 m setiap 30 menit. Dan
mencatat hasil pengamatan.</span></div>wbshttp://www.blogger.com/profile/07521614307368912779noreply@blogger.com0tag:blogger.com,1999:blog-7426930344304665428.post-39599165035497241602012-06-17T17:55:00.003+08:002012-06-17T17:55:48.904+08:00LAPORAN TES CONSTANT HEAD<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;">1. Tujuan
Pengujian :</span></b><span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;">Test ini bertujuan untuk menentukan besarnya
koefisien rembesan (k) dari tanah berbutir kasar (Pasir). Berikut ini merupakan gambar praktek kerja tes rembesan dengan menggunakan metode constant head</span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2mea_qiK9dFzS5FcHX144yaI0MvJwaZzcVJITtrGzGxwv_3nbCKWcFngCLK4sj18NHTMUtUxU_674rVzfJOBhKlWzT6i3SDTzOfObyLZPX4LyrsxniSJKGB9wa2DEyPyrtchZta6-XsA/s1600/foto+rembesan.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2mea_qiK9dFzS5FcHX144yaI0MvJwaZzcVJITtrGzGxwv_3nbCKWcFngCLK4sj18NHTMUtUxU_674rVzfJOBhKlWzT6i3SDTzOfObyLZPX4LyrsxniSJKGB9wa2DEyPyrtchZta6-XsA/s200/foto+rembesan.jpg" width="150" /></a></div>
<div style="text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;">Mengalirkan air dari alat ke gelas ukur</span></div>
<div style="text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;"><br /></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;"><span style="mso-list: Ignore;">2.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;">Peralatan
dan bahan yang diperlunkan :</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level2 lfo1; tab-stops: list 18.0pt; text-align: justify; text-indent: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;"><span style="mso-list: Ignore;">a.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;">Constan head
permeameter</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level2 lfo1; tab-stops: list 18.0pt; text-align: justify; text-indent: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;"><span style="mso-list: Ignore;">b.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;">Gelas ukur yang
mempunyai volume 250 s/d 500 cc</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level2 lfo1; tab-stops: list 18.0pt; text-align: justify; text-indent: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;"><span style="mso-list: Ignore;">c.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;">Timbang dengan
ketilitian 0,1 gram</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level2 lfo1; tab-stops: list 18.0pt; text-align: justify; text-indent: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;"><span style="mso-list: Ignore;">d.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;">Termoter dengan
ketelitian 0,1˚C</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level2 lfo1; tab-stops: list 18.0pt; text-align: justify; text-indent: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;"><span style="mso-list: Ignore;">e.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;">Stop watch</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level2 lfo1; tab-stops: list 18.0pt; text-align: justify; text-indent: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;"><span style="mso-list: Ignore;">f.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;">Kertas Filter</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level2 lfo1; tab-stops: list 18.0pt; text-align: justify; text-indent: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;"><span style="mso-list: Ignore;">g.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;">Tanah Pasir</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;"><span style="mso-list: Ignore;">3.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;">Urutan
Pelaksanaan Test :</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level5 lfo1; tab-stops: list 31.5pt 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;"><span style="mso-list: Ignore;">i.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;">Memeriksa<span style="mso-spacerun: yes;"> </span>dan menyiapkan tabung test constant head
sebelum digunakan.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level2 lfo1; tab-stops: list 18.0pt; text-align: justify; text-indent: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;"><span style="mso-list: Ignore;">b.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;">Memasang kertas filter
dan kasa pada bagian bawah tabung<span style="mso-spacerun: yes;"> </span>Constan
head permeameter</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level2 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;"><span style="mso-list: Ignore;">c.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;">Memasukkan cotoh tanah
(pasir) yang akan ditest sambil dipadatkan pelan-pelan sampai batas yang
ditentukan pada tabung constant head.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level2 lfo1; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;"><span style="mso-list: Ignore;">d.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;">Apabila tanah pasir
yang dimasukkan sudah sampai pada batas tertntu, lalu meletakkan kertas filer
diatas tanah pasir tersebut.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level2 lfo1; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;"><span style="mso-list: Ignore;">e.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;">Terakhir memasang <span style="mso-spacerun: yes;"> </span>kertas filter pada urutan langkah no 4, lalu
tutuplah tabung dengan cara memutar baut yang ada tabung test tersebut.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level2 lfo1; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;"><span style="mso-list: Ignore;">f.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;">menyalakan kran air
masuk kedalam selang, dan terjadilah aliran air dalam tanah. Dan memeriksa agar
didalam selang tersebut tidak ada udara sama sekali. Untuk mengeluarkan udara
yang ada didalam selang dapat dilakukan dengan cara menyentil-nyentil selang
tersebut. Kran air tersebut diputar terus sambil dilihat agar selang
benar-benar tidak terisi udara.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level2 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;"><span style="mso-list: Ignore;">g.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;">Air akan mengalir
naik/masuk kedalam pipa kesatu dan kedua. Air yang mengalir pada kedua pipa
tersebut harus diatur sedemikian rupa hingga mempunyai perbedaan yang konstan.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level2 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;"><span style="mso-list: Ignore;">h.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;">Apabila udara dalam
selang sudah benar-benar hilang, dan mengusahakan tanah pasir yang berada sudah
dalam keadaan jenuh. Apabla aliran air sudah lancer (stedy flow), dan beda
tinggi permukaan pipa kesatu dan dan pipa kedua sudah konstan, maka mulailah
dilakukan pengukuran. Air yang mengalir keluar dari dalam tabung constant head
ditampung didalam gelas ukur (volume air yang dikumpulkan = Q). mencatat waktu
yang diperlukan untuk mengumpulkan air didalam gelas ukur. Dan mencatat
temperature yang ada dalam gelas ukur.</span><span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;"><br /></span><br />
<span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 150%;"><br /></span></div>
<span lang="EN-US" style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%;">mengulangi langkah no 7 sebanyak tiga kali,
isahakan waktu yang dibutuhkan untuk mengumpulkan air yang mengalir kedalam
gelas kur tersebut sama untuk ketiga test. Tentukan harga Q untuk tiap-tiap
test. Dari </span>wbshttp://www.blogger.com/profile/07521614307368912779noreply@blogger.com0tag:blogger.com,1999:blog-7426930344304665428.post-6050445240129852262012-06-17T12:39:00.001+08:002012-06-17T12:39:32.696+08:00TEST ANALISA HIDROMETER<b style="mso-bidi-font-weight: normal;"><span lang="EN-US">1. Tujuan </span></b><span lang="EN-US">Test analisa
hidrometer diperlukan kalau 90 % atau lebih dari contoh yang ditest lolos
ayakan no 200; atau untuk manentukan harga activity tanah (apabila dari cotoh
tanah yang lolos ayakan no 200 kurang dari 90 %). Pada analisa hidrometer,
contoh tanah yang ditest dilarutkan dalam air; dalam keadaan <i style="mso-bidi-font-style: normal;">dispersed </i>butir-butir tanah akan turun
mengendap dengan bebas ke dasar bejana. Kecepatan menngendap butir-butir tanah
berbeda-beda tergantung dari ukuran-ukuran butir tanah tersebut. Butiran tanah
yang terbesar akan mengendap lebih dahulu dengan kecepatan mengandap yang lebih
besar. </span><br />
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="EN-US"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiN_bm2JW3KKjs40rPtG77KF5RmMROm6DqA_-46VEsrli5CaVJ8Bm6YVwColzKb_crJW-euLBkkLSRQNF3elO5sMr-OJcUjizTPFGQsctyhY6P1MQHUooXloeORaDPgHuE6pzWgN4V-ztM/s1600/foto+hidrometer.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiN_bm2JW3KKjs40rPtG77KF5RmMROm6DqA_-46VEsrli5CaVJ8Bm6YVwColzKb_crJW-euLBkkLSRQNF3elO5sMr-OJcUjizTPFGQsctyhY6P1MQHUooXloeORaDPgHuE6pzWgN4V-ztM/s200/foto+hidrometer.jpg" width="150" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="EN-US"> Gelas Silinder dan Alat ukur Hidrometer</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="EN-US"><br /></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="EN-US">Pada metode ini butiran tanah dianggap berbentuk spheres (buleeat), dan
teori yang digunakan untuk menentukan kecepatan turun (mengendap) dari
butiran-butiran tanah didalam air adalah berdasarkan pada hukum stroke yang
persamaannya adalah :</span>
</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">
<span lang="EN-US" style="mso-text-raise: -15.0pt; position: relative; top: 15.0pt;"><v:shapetype coordsize="21600,21600" filled="f" id="_x0000_t75" o:preferrelative="t" o:spt="75" path="m@4@5l@4@11@9@11@9@5xe" stroked="f">
<v:stroke joinstyle="miter">
<v:formulas>
<v:f eqn="if lineDrawn pixelLineWidth 0">
<v:f eqn="sum @0 1 0">
<v:f eqn="sum 0 0 @1">
<v:f eqn="prod @2 1 2">
<v:f eqn="prod @3 21600 pixelWidth">
<v:f eqn="prod @3 21600 pixelHeight">
<v:f eqn="sum @0 0 1">
<v:f eqn="prod @6 1 2">
<v:f eqn="prod @7 21600 pixelWidth">
<v:f eqn="sum @8 21600 0">
<v:f eqn="prod @7 21600 pixelHeight">
<v:f eqn="sum @10 21600 0">
</v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:formulas>
<v:path gradientshapeok="t" o:connecttype="rect" o:extrusionok="f">
<o:lock aspectratio="t" v:ext="edit">
</o:lock></v:path></v:stroke></v:shapetype><v:shape id="_x0000_i1025" o:ole="" style="height: 35.25pt; width: 54.75pt;" type="#_x0000_t75">
<v:imagedata o:title="" src="file:///C:\Users\Asus\AppData\Local\Temp\msohtmlclip1\01\clip_image001.wmz">
</v:imagedata></v:shape><img height="47" src="file:///C:\Users\Asus\AppData\Local\Temp\msohtmlclip1\01\clip_image002.gif" v:shapes="_x0000_i1025" width="73" /><xml>
<o:oleobject drawaspect="Content" objectid="_1401437389" progid="Equation.3" shapeid="_x0000_i1025" type="Embed">
</o:oleobject>
</xml></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">
<span lang="EN-US" style="mso-text-raise: -15.0pt; position: relative; top: 15.0pt;"><v:shapetype coordsize="21600,21600" filled="f" id="_x0000_t75" o:preferrelative="t" o:spt="75" path="m@4@5l@4@11@9@11@9@5xe" stroked="f">
<v:stroke joinstyle="miter">
<v:formulas>
<v:f eqn="if lineDrawn pixelLineWidth 0">
<v:f eqn="sum @0 1 0">
<v:f eqn="sum 0 0 @1">
<v:f eqn="prod @2 1 2">
<v:f eqn="prod @3 21600 pixelWidth">
<v:f eqn="prod @3 21600 pixelHeight">
<v:f eqn="sum @0 0 1">
<v:f eqn="prod @6 1 2">
<v:f eqn="prod @7 21600 pixelWidth">
<v:f eqn="sum @8 21600 0">
<v:f eqn="prod @7 21600 pixelHeight">
<v:f eqn="sum @10 21600 0">
</v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:formulas>
<v:path gradientshapeok="t" o:connecttype="rect" o:extrusionok="f">
<o:lock aspectratio="t" v:ext="edit">
</o:lock></v:path></v:stroke></v:shapetype><v:shape id="_x0000_i1028" o:ole="" style="height: 35.25pt; width: 54.75pt;" type="#_x0000_t75">
<v:imagedata o:title="" src="file:///C:\Users\Asus\AppData\Local\Temp\msohtmlclip1\01\clip_image001.wmz">
</v:imagedata></v:shape><img height="47" src="file:///C:\Users\Asus\AppData\Local\Temp\msohtmlclip1\01\clip_image002.gif" v:shapes="_x0000_i1028" width="73" /><xml>
<o:oleobject drawaspect="Content" objectid="_1401437292" progid="Equation.3" shapeid="_x0000_i1028" type="Embed">
</o:oleobject>
</xml></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="EN-US">dimana :</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span lang="EN-US">v<span style="mso-spacerun: yes;"> </span>= kecepatan
turun butir-butir tanah (cm/detik)</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span lang="EN-US">γs<span style="mso-spacerun: yes;"> </span>= berat volume
butir-butir tanah (gram/cm3)</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span lang="EN-US">γw = berat volume air (gram/cm3)</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span lang="EN-US"><v:shape id="_x0000_i1029" o:ole="" style="height: 12.75pt; width: 9.75pt;" type="#_x0000_t75">
<v:imagedata o:title="" src="file:///C:\Users\Asus\AppData\Local\Temp\msohtmlclip1\01\clip_image003.wmz">
</v:imagedata></v:shape><img height="17" src="file:///C:\Users\Asus\AppData\Local\Temp\msohtmlclip1\01\clip_image004.gif" v:shapes="_x0000_i1029" width="13" /><xml>
<o:oleobject drawaspect="Content" objectid="_1401437293" progid="Equation.3" shapeid="_x0000_i1029" type="Embed">
</o:oleobject>
</xml><span style="mso-spacerun: yes;"> </span>= viscosity /
kekentalan air (garm/cm2)</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span lang="EN-US">D<span style="mso-spacerun: yes;"> </span>= garis tengah
betiran tanah</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: justify;">
<span lang="EN-US"><span style="mso-tab-count: 1;"> </span>Kalau
alat ukur didiamkan didalam larutan air + tanah dimana butiran-butiran tanahnya
dalam keadaan <i style="mso-bidi-font-style: normal;">dispersed </i>(Gambar 3.3),
alat ukur hydrometer akan mengukur specific garavity dari larutan tersebut
sampai dengan keadaan kedalaman L; kedalaman Ldinamakan kedalaman efektif (<i style="mso-bidi-font-style: normal;">effective depth</i>). Pada saat t = t
mr=enit dihitung dari saat test dimulai, butir-butir tanah yang akan mengendap
diluardaerah pengukuran (yaitu diluar <i style="mso-bidi-font-style: normal;">effective
depth, </i>L) akan mempunyai garis tengah yang bisa dihitung dangan perumusan
sebagai berikut :</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: justify; text-indent: 36.0pt;">
<span lang="EN-US" style="mso-text-raise: -15.0pt; position: relative; top: 15.0pt;"><v:shape id="_x0000_i1025" o:ole="" style="height: 38.25pt; width: 231pt;" type="#_x0000_t75">
<v:imagedata o:title="" src="file:///C:\Users\Asus\AppData\Local\Temp\msohtmlclip1\01\clip_image005.wmz">
</v:imagedata></v:shape><img height="51" src="file:///C:\Users\Asus\AppData\Local\Temp\msohtmlclip1\01\clip_image006.gif" v:shapes="_x0000_i1025" width="308" /><xml>
<o:oleobject drawaspect="Content" objectid="_1401437294" progid="Equation.3" shapeid="_x0000_i1025" type="Embed">
</o:oleobject>
</xml></span><span lang="EN-US">………….………..…...(1)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: justify; text-indent: 36.0pt;">
<span lang="EN-US" style="mso-text-raise: -16.0pt; position: relative; top: 16.0pt;"><v:shape id="_x0000_i1026" o:ole="" style="height: 38.25pt; width: 242.25pt;" type="#_x0000_t75">
<v:imagedata o:title="" src="file:///C:\Users\Asus\AppData\Local\Temp\msohtmlclip1\01\clip_image007.wmz">
</v:imagedata></v:shape><img height="51" src="file:///C:\Users\Asus\AppData\Local\Temp\msohtmlclip1\01\clip_image008.gif" v:shapes="_x0000_i1026" width="323" /><xml>
<o:oleobject drawaspect="Content" objectid="_1401437295" progid="Equation.3" shapeid="_x0000_i1026" type="Embed">
</o:oleobject>
</xml></span><span lang="EN-US"><span style="mso-spacerun: yes;"> </span>…………………….(2)</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span lang="EN-US" style="mso-text-raise: -16.0pt; position: relative; top: 16.0pt;"><v:shape id="_x0000_i1027" o:ole="" style="height: 38.25pt; width: 243.75pt;" type="#_x0000_t75">
<v:imagedata o:title="" src="file:///C:\Users\Asus\AppData\Local\Temp\msohtmlclip1\01\clip_image009.wmz">
</v:imagedata></v:shape><img height="51" src="file:///C:\Users\Asus\AppData\Local\Temp\msohtmlclip1\01\clip_image010.gif" v:shapes="_x0000_i1027" width="325" /><xml>
<o:oleobject drawaspect="Content" objectid="_1401437296" progid="Equation.3" shapeid="_x0000_i1027" type="Embed">
</o:oleobject>
</xml></span><span lang="EN-US"><span style="mso-spacerun: yes;"> </span>………………..…..(3)</span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US"><span style="mso-list: Ignore;">2.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US">Peralatan yang perlukan:</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l2 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">1.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Alat ukur hydrometer type ASTM
152-H</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l2 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">2.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Mesin pengaduk (mixer)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l2 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">3.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Dua gelas silinder yang
masing-masing mempunyai volume 1000 cc.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l2 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">4.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Termometer</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l2 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">5.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Bak/kolam air yang mempunyai
temperatur tetap.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l2 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">6.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Deflocculating agent (larutan
kimia yang digunakan untuk memisahkan butir-butir tanah antara satu dengan
lainya); biasanya digunakan calgon atau sodium hexametaphos phate.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l2 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">7.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Pisau spatula</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">8.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Beaker (kincir pengaduk /
pencampur)</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">9.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Timbangan dengan ketelitian 0,1
gram </span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">10.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Botol plastic</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">11.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Air suling</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">12.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Gelas ukur</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">13.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Karet penutup (mempunyai diameter
sama dengan diameter gelas silinder)</span></div>
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<span lang="EN-US"><br /></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-US"><span style="mso-list: Ignore;">3.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US">Urutan pelaksanaan test</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="mso-ansi-language: IN;"> </span><span lang="EN-US">:</span></b></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">1.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Mengambil 50 gram tanah yang
sudah dikeringkan dan ditumbuk, kemudian masukan kedalam gelas ukur.</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">2.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Menyiapkan bahan kimia yang
dapat digunakan untuk mencegah butir-butir tanah untuk berflocculasi (bahan
kimia yang biasa digunakan untuk tujuan ini adalah 4 % larutan calgon atau
sodium hexametaphos phate). Larutan ini dapat dibuat dengan cara mencampur 40
gram calgon dengan 1000 cc air suling.</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">3.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Mengambil 125 cc dari larutan
yang telah disiapkan pada langkah no 2. tambahkan larutan tersebut kedalam
gelas ukur yang telah disiapkan pada langkah no 1. biarkan campuran tanah dan
larutan tersebut kira-kira 8 s/d 12 jam.</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">4.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Mengambil gelas silinder yang
mempunyai volume 1000 cc dan mengisi dengan larutan yang telah disiapkan pada
langkah no 2; kemudian menambahkan air suling sebanyak kira-kira 875 cc.
mencampur atau mengaduk larutan tersebut hingga betul-betul merata.</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">5.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Gelas silinder beserta isinya
yang telah disiapkan pada langkah no 4 ditaruh didalam bak air yang mempunyai
temperatur tetap. Mengukur temperatur air di bak tersebut (=T˚C).</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">6.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Meletakkan alat hydrometer
didalam silinder yang berisi larutan yang telah disiapkan pada langkah no 5,
dan mencatat pembacaan dari alat hydrometer tersebut (dalam hal ini yang harus
dibaca adalah batas atas dari meniscus air). Langkah no 6 ini digunakan untuk
menentukan zero correction (Fz) yang harganya bisa positif atau negatif, dan
untuk menentukan harga koreksi meniscus (Fm).</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">7.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Dengan mgnggunakan pisau
spatula, mencampur tanah yang telah disiapkan pada langkah no 3 sampai
benar-benar merata. Memindahkan campuran tersebut kedalam gelas pengaduk
(mixer-cup). Perlu diperhatikan disini bahwa selama proses pengadukan, sebagian
tanah yang diaduk mungkin akan menempel pada sisi-sisi beaker (kincir
pengaduk); dengan menggunakan botol plastik yang diisi air suling, bersihkan
semua tanah yang menempel pada beaker tersebut. </span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">8.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Menambahkan air suling kedalam
mixer-cup (gelas pengaduk) sampai kira-kira 2/3 volume gelas. Dengan menggunakan
mesin pengaduk, aduk campuran tersebut kira-kira 2 menit.</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">9.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Memindahkan campuran tanah yang
sudah dicampur (pada langkah no 8) kedalam gelas silinder yang mempunyai volume
1000 cc (tidak boleh ada tanah yang tertinggal didalam gelas pengaduk). Menambahkan
air suling kedalam gelas silinder tersebut sampai volume larutan mencapai 1000
cc.</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">10.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Menutup gelas silinder yang
telah disiapkan pada langkah no 9 dengan karet penutup, dan mengocok campuran
tanah + air tersebut dengan cara menbolak-balik silinder.</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">11.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Meletakan silinder yang telah
disiapkan pada langkah no 10 di dalam bak air yang mempunyai temperatur tetap,
disamping silinder yang telah disiapkan pada langkah no 5. mencatat waktu
testnya dengan segera (pada saat permulaan test, komulatif waktu t = 0) dan
kemudian memasukan alat ukur hydrometer kedalam silinder yang berisi larutan +
air secara perlahan-lahan.</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">12.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Mencatat pembacaan alat
hydrometer pada waktu t = 0,25; 0,50; 1 dan 2 menit.</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">13.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Setelah pengambilan bacaan pada
saat t = 2 menit selesai, alat ukur hydrometer diambil dan dimasukan kedalam
silinder yang telah disiapkan pada langkah no 5. perlu diperhatikan bahwa
pengambilan alat ukur hydrometer dari silinder yang berisi larutan air + tanah,
harus dilakukan secara hati-hati supaya tidak mengacaukan larutan yang sudah
mulai mengendap tersebut.</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">14.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Pengambilan bacaan selanjutnya
dilakukan pada saat t = 4, 8, 15, 30 menit, 1,2 , 4, 8, 24, dan 48 jam. Setiap
pengambilan pembacaan selama test, alat ukur hydrometer harus dimasukan kedalam
gelas silinder yang berisi campuran tanah + air selama kira-kira 30 detik
sebelum pengambilan bacaan. Setelah pengambilan bacaan selesai, alat ukur
hydrometer diambill lagi dan dalam campuran tanah + air tersebut dan dimasukan
kembali kedalam gelas silinder yang disiapkan pada langkah no 5</span></div>wbshttp://www.blogger.com/profile/07521614307368912779noreply@blogger.com0tag:blogger.com,1999:blog-7426930344304665428.post-25270792495507781922012-06-17T12:34:00.001+08:002012-06-17T12:34:46.608+08:00TES ANALISA AYAKAN<br />
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Tujuan </span></b><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Daftar dari urutan
nomor ayakan berdasarkan U.S standart dan ukuran lubang dari tiap-tiap ayakan
yang dipakai dalam tes analisa ayakan diberikan pada tabel 3.1. perlu
diperhatikan bahwa kalau nomor dari ayakan bertambah besar, maka ukuran lubang
ayakan bertambah kecil; karena nomor ayakan adalah jumlah lubang dalam 1 inchi
(misalnya untuk ayakan nomor 4 berarti dalam 1 inchi terdapat 4 lubang ayakan,
atau dalam 1 inchi kuadrat terdapat 16 lubang ayakan). </span></div>
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<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><br /></span></div>
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<div class="MsoNormal" style="line-height: 150%; text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">AYAKAN TANAH</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Alat-alat
yang diperlukan:</span></b></div>
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<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Ayakan
tidak berlubang (lengser) yang diletakan pada urutan paling bawah dari susunan
ayakan, tutup ayakan dan sejumlah ayakan dari ayakan no 4 (paling besar) sampai
ayakan no 200 (paling kecil)</span></div>
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<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Timbangan
dengan ketelitian 0,1 gram </span></div>
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<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Mangkok
keramik yang tebal </span></div>
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<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Penumbuk
yang mempunyai ujung dari karet.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 0cm; mso-list: l2 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Oven</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 0cm; mso-list: l2 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Mesin
pengguncang ayakan.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo3; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Urutan
pelaksanaan test</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">:</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Mengeringkan
contoh tanah yang akan ditest di dalam oven. Apabila tanah tersebut mempunyai
ukuran butir terbesar = 4,75 mm (ayakan no 4), berat contoh tanah yang ditest
harus sebanyak 500 gram; sedangkan apabila ukuran butir terbesarnya adalah
lebih </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">besar
dari 4,75 mm, berta contoh tanah yang ditest harus lebih dari 500 gram</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 63.0pt; text-align: justify; text-indent: -63.0pt; text-justify: inter-ideograph;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Tabel
3.1. Ukuran Lubang Ayakan (U.S standart) Yang Dipakai Dalam Test Analisa
Ayakan.</span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-bottom-color: currentColor; border-bottom-style: none; border-bottom-width: medium; border-collapse: collapse; border-left-color: currentColor; border-left-style: none; border-left-width: medium; border-right-color: currentColor; border-right-style: none; border-right-width: medium; border-top-color: currentColor; border-top-style: none; border-top-width: medium; margin-left: 41.4pt; width: 384px;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 108.0pt;" valign="top" width="144">
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">No ayakan</span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 180.0pt;" valign="top" width="240">
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Diameter lubang ayakan (mm)</span></div>
</td>
</tr>
<tr style="height: 311.6pt; mso-yfti-irow: 1; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 311.6pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 108.0pt;" valign="top" width="144">
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">4</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">6</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">8</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">10</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">12</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">16</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">20</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">30</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">40</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">50</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">60</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">80</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">100</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">140</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">200</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 311.6pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 180.0pt;" valign="top" width="240">
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">4,750</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">3,350</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">2,360</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">2,000</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">1,680</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">1,180</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">0,850</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">0,600</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">0,425</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">0,300</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">0,250</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">0,180</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">0,150</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">0,106</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">0,075</span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Memecahkan
gumpalan tanah dengan menggunakan penumbuk berujung karet hingga butir-butir
tanah terpisah satu sama lain. Perlu diperhatikan disini bahwa butir-butir
tanah tidak boleh pecah selama penumbukan (diameter butiran tanah tidak boleh
bertambah kecil).</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menentukan
berat tanah yang akan ditest, (W1)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menyusun
rangkaian ayakan-ayakan yang diperlukan berdasarkan urutan nomornya. Ayakan
dengan ukuran lubang besar diletakan diatas ayakan dengan ukuran lubang lebih
kecil. Ayakan nomor 200 diletakan paling bawah; lengser (pan) diletakan di
bawah ayakan no 200. untuk standart analisa ayakan; ayakan-ayakan yang digunakan
adalah no 4, 10, 20, 40, 60, 140, dan 200, kalau ayakan dengan no lain ingin di
tambahkan ayakan tersebut dapat disisipkan diantara ayakan-ayakan yang telah
disusun berdasarkan no urutnya.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Meletakan
semua contoh tanah yang telah disisipkan pada langkah no 3 didalam ayakan yang
diletakan paling atas dari susunan ayakan yang telah disisipkan pada langkah no
4.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menutup
ayakan yang telah diisi dengan contoh tanah (pada langkah no 5).</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Dengan
menggunakan mesin pengguncang, guncang susunan ayakan berdasarkan contoh
tanahnya selama 10 menit sampai dengan 15 menit.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">9.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menghentikan
mesin pengguncang dan ambil susunan ayakan beserta contoh tanah yang diayak
dari mesin pengguncang.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">10.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menentukan
berat dari contoh tanah yang tertahan pada masing-masing ayakan dan pada
lengser.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">11.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kalau
contoh tanah yang tertahan pada ayakan no 200 cukup banyak, maka tanah yang
tertahan pada ayakan tersebut harus dicuci dengan air. Pencucian dari tanah
tersebut bisa dilakukan dengan mengalirkan air kran kedalam ayakan no 200
tersebut. Kalau air yang melalui ayakan (air bekas ayakan) sudah cukup bening
atau bersih, pencucian contoh tanah yang tertahan diatas ayakan kedalam mangkok
dengan cara mengalirkan air melalui bagian bawah dari ayakan. Contoh tanah yang
telah ditaruh didalam mangkok kemudian dikeringkan kedalam oven. Tentukan berat
tanah yang telah dikeringkan didalam oven; perbedaan berat antar tanah yang
sudah dioven dan tanah yang tertahan diatas ayakan no 200 sebelum dicuci adalah
berat tanah lolos lewat ayakan no 200.</span></div>
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<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">..............................................................................................................................</span></div>
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<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Materi Lain Tes dan Praktikum Sipil “Mekanika Tanah” : <br /><br /><a href="http://sipilfull.blogspot.com/2012/06/contoh-laporan-praktikum-berat-volume.html">TEST VOLUMETRI / GRAVIMETRI</a><br />a. <a href="http://sipilfull.blogspot.com/2012/06/tes-menentukan-berat-volume-tanah.html">TEST MENENTUKAN BERAT VOLUME TANAH</a><br />b. <a href="http://sipilfull.blogspot.com/2012/06/test-menentukan-kadar-air-tanah.html">TEST MENENTUKAN KADAR AIR TANAH</a><br />c. <a href="http://sipilfull.blogspot.com/2012/06/test-menentukan-berat-jenis-tanah.html">TEST MENENTUKAN BERAT JENIS TANAH</a><br /><br /> TEST KONSISTENSI TANAH<br />a. <a href="http://sipilfull.blogspot.com/2012/06/test-batas-cair-liquit-limit.html">TEST BATAS CAIR (LIQUIT LIMIT)</a><br />b. <a href="http://sipilfull.blogspot.com/2012/06/test-batas-plastis-plastic-limit.html">TEST BATAS PLASTIS (PLASTIC LIMIT)</a><br />c. <a href="http://sipilfull.blogspot.com/2012/06/test-batas-kerut-srinkage-limit.html">TEST BATAS KERUT (SRINKAGE LIMIT)</a><br /><br />TEST PEMBAGIAN BUTIR<br />a. TES ANALISA AYAKAN<br />b. TEST ANALISA HIDROMETER<br /><br />TEST PERMEABILITAS (REMBESAN)<br />a. CARA CONSTANT HEAD<br />b. CARA FALLING HEAD<br /><br />TEST PEMADATAN PROCTOR TEST (laboratorium)<br />TEST PEMADATAN SANDCONE TEST (lapangan)<br />PRAKTIKUM UJI UNCONFINED<br />PRAKTIKUM DIRECT SHEAR<br />TES PEMAMPATAN TANAH (KONSOLIDASI)<br />PRAKTIKUM UJI SONDIR</span></div>
<br />wbshttp://www.blogger.com/profile/07521614307368912779noreply@blogger.com1tag:blogger.com,1999:blog-7426930344304665428.post-60056540154608403692012-06-16T20:41:00.000+08:002012-06-16T20:41:26.329+08:00TEST BATAS KERUT (SRINKAGE LIMIT)<b style="mso-bidi-font-weight: normal;"><span lang="EN-US"><span style="mso-list: Ignore;">1.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US">Tujuan</span></b><span lang="EN-US"> Pemeriksaan ini
dimaksudkan untuk menentukan kadar air suatu tanah pada keadaan batas kerut.
Yang dimaksud dengan batas kerut adalah kadar air dimana tanah berubah dari
keadaan semi padat menjadi padat.</span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPAo3a2H_iRz0RsrJfuvLZV2uYnfWwr7a2uM_OFo13c_7MiDiOEPk_BOzL7rDFUqXEx2jW94pUuluuMkjFgbOv8jNYFKsHE6fRxuKfnxnDefu_HeKs_MvGEXolXEFiRTfHYwVMfwAD9Bk/s1600/foto+Srinkage+test.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPAo3a2H_iRz0RsrJfuvLZV2uYnfWwr7a2uM_OFo13c_7MiDiOEPk_BOzL7rDFUqXEx2jW94pUuluuMkjFgbOv8jNYFKsHE6fRxuKfnxnDefu_HeKs_MvGEXolXEFiRTfHYwVMfwAD9Bk/s200/foto+Srinkage+test.jpg" width="200" /></a></div>
<div class="MsoNormal" style="line-height: 150%; text-align: center;">
<span lang="EN-US">SRINKAGE LIMIT TEST</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="EN-US"><span style="mso-tab-count: 1;"> </span>Apabila tanah
lempung yang jenuh air (saturated) dikeringkan secara perlahan-lahan, tanah
tersebut akan kehilangan air yang dikandungnyan dan akan terjadi proses
penyusutan volume dari tanah tersebut. Dalam proses pengeringan selanjutnya,
akan tercapai suatu keadaan dimana pengeringan hanya akan menghasilkan
pengurangan kadar air saja tanpa adanya penambahan penyusutan lebih lanjut dari
volume tanah; hal ini terjadi karena air hanya mengisi rongga-ronggaantar
partikel yang tersusun rapat, sehingfga pengurangan kadar air tidak akan
mengurangi volume tanah. Kadar air saat mana tidak terjadi penambahan
penyusutan volume dari tanah yang bersanngkutan dinamakan batas kerut
(shrinkage limit).</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="EN-US"><br /></span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US"><span style="mso-list: Ignore;">2.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US">Peralatan Yang Diperlukan :</span></b></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">1.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Mangkok shrinkage limit yang
terbuat dari porselin atau monel dengan diameter 4,40 cm dan tinggi 1,25 cm.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; mso-list: l2 level1 lfo1; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">2.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Gelas kaca / porselin dengan
diameter kira-kira 6,00 cm dan dengan ketinggian kira-kira 3,50 cm.</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">3.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Kaca datar dengan tiga paku.</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">4.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Mangkok porselin.</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">5.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Mangkok peluberan</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; mso-list: l2 level1 lfo1; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">6.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Pisau spatula</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">7.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Botol plastik tempat air suling</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">8.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Penggaris besi</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">9.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Air raksa</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; mso-list: l2 level1 lfo1; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">10.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Air suling</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">11.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Timbangan dengan ketelitian 0,1
gram</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">12.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Oven yang dilengkapi dengan
pengatur suhu untuk memenasi sampai (110 ± 5) ˚C</span></div>
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<span lang="EN-US"><br /></span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US"><span style="mso-list: Ignore;">3.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US">Urutan Pelaksanaan Test :</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l0 level1 lfo2; tab-stops: list 35.45pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">1.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Mengambil kira-kira 80 gram
contoh tanah yang lolos ayakan no 40 dan memasukkan kedalam mangkok porselin.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l0 level1 lfo2; tab-stops: list 35.45pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">2.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Menambahkan air pada tanah
tersebut dan mencampur hingga merata; air ditambahkan sedikit demi sedikit
sampai campuran tanah + air tersebut menjadi lunak seperti pasta. Perlu
diperhatikan disini bahwa kadar air dari pasta tersebut harus lebih tinggi dari
batas cair (LL) dari tanah yang bersangkutan untuk memastikan bahwa campuran
tanah + air tersebut benar-benar jenuh air.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l0 level1 lfo2; tab-stops: list 35.45pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">3.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Melapisi mangkok shrinkage
limit dengan vaselin yang tipis sekali; hal ini untuk menghindari adanya
gesekan antara tanah dan prmukaan mangkok, kemudian tentukan beratnya, (W1).</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l0 level1 lfo2; tab-stops: list 35.45pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">4.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Mengisi mangkok yang telah
disiapkan pada langkah no 3 dengan tanah yang telah disiapkan pada langkah no 2
kira-kira 1/3 dari volume mangkok. Menggetarkan mangkok yang berisi tanah
dengan cara mengetuk-ngetuk pada suatu permukaan yang keras (meja) secara
perlahan-lahan agar tanah dapat mengisi secara merata sampai kepinggiran mankok
dan tidak ada gelembung-gelembung udara yang tertinggal atau terjebak.</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">5.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Mengulangi langkah no 4 sampai
mangkok tersebut penuh terisi tanah.</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">6.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Meratakan permukaan tanah di
dalam mangkok dangan penggaris besi sesuai dengan tinggi mangkok. Membersihkan
sisa-sisa tanah yang menempel disisi-sisi luar dari mangkok dengan kertas.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l0 level1 lfo2; tab-stops: list 35.45pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">7.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Menentukan berat mangkok
beserya tanah didalamnya, (W2).</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l0 level1 lfo2; tab-stops: list 35.45pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">8.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Mengangin-anginkan mangkok yang
berisi tanah tersebut kira-kira 6 jam sampai warna dari tanah menjadi lebih
mentah, kemudian meletakkan mangkok berisi tanah tersebut kedalam oven
kira-kira 24 jam.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l0 level1 lfo2; tab-stops: list 35.45pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">9.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Menentukan berat mangkok +
tanah kering yang sudah dioven, (W3).</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l0 level1 lfo2; tab-stops: list 35.45pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">10.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Mengeluarkan tanah kering yang
sudah dioven kedalam mangkok.</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">11.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Menimbang beratnya mangkok
peluberan, (W4).</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l0 level1 lfo2; tab-stops: list 35.45pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">12.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Menentukan volume tanah basah
besarnya sama dengan volume dari mangkok shrinkage limit, dengan cara mengisi
mangkok tersebut dengan air raksa (mangkok tersebut harus diletakkan kedalam
mengkok peluberan). Meratakan permukaan air raksa didalam mangkok denngan
menggunakan pelat kaca; kelebihan air raksa akan tumpah kedalam mangkok
peluberan; kemudian bersihkan air raksa yang tumpah kedalam mangkok peluberan.
Timbang mangkok peluberan + mangkok shrinkage limit + air raksa, beratnya = W5.
Volume tanah basah (Vi) = (W5 – W4 – W1)/13,6.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l0 level1 lfo2; tab-stops: list 35.45pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">13.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Untuk menentukan volume tanah
kering yang telah disiapkan pada langkah no 10, isi gelas kaca dengan air raksa
sampai penuh (gelas kaca harus diletakan diatas mangkok peluberan). Dengan
menggunakan kaca datar yang mempunyai 3 paku, meratakan permukaan air raksa
didalam gelas kaca tersebut; kemudian membersihkan semua air raksa yang tumpah
kedalam mangkok peluberan. Taruh tanah kering yang telah disiapkan pada langkah
no 10 diatas gelas kaca yang berisi air raksa; tanah kering tersebut akan mengapung
diatas air raksa. Dengan menggunakan kaca datar yang mempunyai 3 paku, tekan
tanah kering tersebut masuk kedalam air raksa secara perlahan-lahan sampai
tanah benar-benar terendam didalam air raksa (seperti pada gambar 2.5).
kelebihan air raksa didalam air raksa yang mengalir keluar akan ditampung
mangkuk peluberan. Timbang mangkok peluberan + air raksa, beratnya = W6. volume
tanah kering (Vf) = (W6-W4)/13,6.</span></div>
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<span lang="EN-US"><br /></span></div>
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<span lang="EN-US">..........................................................................................................</span><br />
<span lang="EN-US">Materi Lain Tes dan Praktikum Sipil “Mekanika Tanah” : <br /><br />TEST VOLUMETRI / GRAVIMETRI<br />a. <a href="http://sipilfull.blogspot.com/2012/06/tes-menentukan-berat-volume-tanah.html">TEST MENENTUKAN BERAT VOLUME TANAH</a><br />b. <a href="http://sipilfull.blogspot.com/2012/06/test-menentukan-kadar-air-tanah.html">TEST MENENTUKAN KADAR AIR TANAH</a><br />c. <a href="http://sipilfull.blogspot.com/2012/06/test-menentukan-berat-jenis-tanah.html">TEST MENENTUKAN BERAT JENIS TANAH</a><br /><br />TEST KONSISTENSI TANAH<br />a. <a href="http://sipilfull.blogspot.com/2012/06/test-batas-cair-liquit-limit.html">TEST BATAS CAIR (LIQUIT LIMIT)</a><br />b. TEST BATAS PLASTIS (PLASTIC LIMIT)<br />c. TEST BATAS KERUT (SRINKAGE LIMIT)<br /><br />TEST PEMBAGIAN BUTIR<br />a. TES ANALISA AYAKAN<br />b. TEST ANALISA HIDROMETER<br /><br />TEST PERMEABILITAS (REMBESAN)<br />a. CARA CONSTANT HEAD<br />b. CARA FALLING HEAD<br /><br />TEST PEMADATAN PROCTOR TEST (laboratorium)<br />TEST PEMADATAN SANDCONE TEST (lapangan)<br />PRAKTIKUM UJI UNCONFINED<br />PRAKTIKUM DIRECT SHEAR<br />TES PEMAMPATAN TANAH (KONSOLIDASI)<br />PRAKTIKUM UJI SONDIR</span></div>
<br />wbshttp://www.blogger.com/profile/07521614307368912779noreply@blogger.com0tag:blogger.com,1999:blog-7426930344304665428.post-28210146134596313042012-06-16T20:11:00.000+08:002012-06-16T20:11:08.678+08:00TEST BATAS PLASTIS (PLASTIC LIMIT)<b style="mso-bidi-font-weight: normal;"><span lang="EN-US"><span style="mso-list: Ignore;">1.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US">Tujuan </span></b><span lang="EN-US">Tes ini dimaksudkan untuk menentukan kadar air suatu
tanah pada keadaan batas plastis. Yang dimaksud dengan batas plastis adalah
kadar air minimum dimana suatu tanah masih dalam keadaan plastis atau kadar ait
dimana tanah berubah dari keadaan plastis menjadi keadaan semi padat.</span><br />
<span lang="EN-US"><br /></span><br />
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<div style="text-align: center;">
<span lang="EN-US">Membuat gulungan tanah</span></div>
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<span lang="EN-US">Pada percobaan di laboratirium, batas plastis biasanya
didefinisikan sebagai kadar air dari tanah dimana tanah tersebut akan
retak-retak apabila digulung sampai dengan 3 cm. tes ini sepintas lalu
kelihatanya tidak dapat benar-benar diandalkan karena hasilnya barang kali
masih tergantung dengan siapa yang melaksanakanya, tetapi dalam kenyataannya
tes ini memberikan hasil yang konsisten (tidak banyak bervariasi).</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-US"><span style="mso-list: Ignore;">2.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US">Peralatan yang diperlukan :</span></b></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">1.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Plat kaca 45 x 45 x 1 cm</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">2.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Kapi </span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">3.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Batang pembanting dengan
diameter 3 mm </span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">4.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Timbangan dengan ketelitian 0,1
gram</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">5.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Cawan</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">6.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Air suling</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">7.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Botol plastik tempat air suling</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">8.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Oven yang dilengkapi dengan
pengatur suhu untuk memanasi sampai (110 ± 5) ˚C.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-US"><span style="mso-list: Ignore;">3.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US">Urutan Pelaksanaan Test :</span></b></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">1.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Mengambil contoh tanah yang
lolos ayakan no 40, sebanyak kira-kira 20 gram dan taruh diatas plat kaca </span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">2.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Menambah air pada tanah yang
telah disiapkan pada langkah no 1 dan campur hingga rata dengan menggunakan
kaki.</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">3.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Menentukan berat dari cawan
yang akan digunakan untuk menentukan kadar air, beratnya (W1).</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">4.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Dari tanah lembab yang telah
disiapkan pada langkah no 2, menyiapkan beberapa masa tanah dengan bentuk
elipsoida yang dibuat dengan cara memencet-mencet tanah tersebut dengan jari.</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">5.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Mengambil satu dari masa tanah
yang telah disiapkan pada langkah no 4 dan gulung di atas kaca yang telah
disiapkan dengan menggunakan telapak tangan. Penggulungan tanah harus dilakukan
dengan kecepatan kira-kira 80 gerakan lengkap per menit.(catatan : yang
dimaksud dengan gerakan lengkap adalah 1 gerakan maju dan satu gerakan mundur
dari telapak tangan).</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">6.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Apabila tanah yang digulung
pada langkah no 5 sudah mencapai diameter 3 mm, tapi tanah belum retak-retak,
maka meremas-remas contoh tanah tersebut (boleh menambah tanah kering sedikit)
dan bentuk tanah elipsoida lagi.</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">7.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Mengulangi langkah no 5 dan no
6 lagi hingga gulungan tanah akan retak-retak apabila tanah mencapai diameter 3
mm.</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">8.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Menguumpulkan tanah yang
retak-retak (pada langkah no 7) didalam cawan, kemudian menimbang beratnya,
(W2).</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">9.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Mengambil masa tanah berbentuk
elipsoida yang yang lain dan mengulangi urutan pelaksanaan no 5 s/d no 8.</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">10.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Memasukkan cawan + tanah
kedalam oven kira-kira selama 24 jam, dengan suhu kira-kira 110 ˚C.</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">11.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Menentukan berat + tanah
kering, beratnya (W3).</span></div>
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<span lang="EN-US">................................................................................................................................................</span></div>
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<span lang="EN-US">Materi Lain Tes dan Praktikum Sipil “Mekanika Tanah” : <br /><br /><a href="http://sipilfull.blogspot.com/2012/06/contoh-laporan-praktikum-berat-volume.html">TEST VOLUMETRI / GRAVIMETRI</a><br />a. <a href="http://sipilfull.blogspot.com/2012/06/tes-menentukan-berat-volume-tanah.html">TEST MENENTUKAN BERAT VOLUME TANAH</a><br />b. <a href="http://sipilfull.blogspot.com/2012/06/test-menentukan-kadar-air-tanah.html">TEST MENENTUKAN KADAR AIR TANAH</a><br />c. </span><a href="http://sipilfull.blogspot.com/2012/06/test-menentukan-berat-jenis-tanah.html"><span lang="EN-US">TEST MENENTUKAN BERAT JENIS TANAH</span></a><br />
<span lang="EN-US"><br /></span><br />
<span lang="EN-US"> TEST KONSISTENSI TANAH<br />a. <a href="http://sipilfull.blogspot.com/2012/06/test-batas-cair-liquit-limit.html">TEST BATAS CAIR (LIQUIT LIMIT)</a><br />b. TEST BATAS PLASTIS (PLASTIC LIMIT)<br />c. TEST BATAS KERUT (SRINKAGE LIMIT)<br /><br />TEST PEMBAGIAN BUTIR<br />a. TES ANALISA AYAKAN<br />b. TEST ANALISA HIDROMETER<br /><br />TEST PERMEABILITAS (REMBESAN)<br />a. CARA CONSTANT HEAD<br />b. CARA FALLING HEAD<br /><br />TEST PEMADATAN PROCTOR TEST (laboratorium)<br />TEST PEMADATAN SANDCONE TEST (lapangan)<br />PRAKTIKUM UJI UNCONFINED<br />PRAKTIKUM DIRECT SHEAR<br />TES PEMAMPATAN TANAH (KONSOLIDASI)<br />PRAKTIKUM UJI SONDIR</span></div>
<br />wbshttp://www.blogger.com/profile/07521614307368912779noreply@blogger.com0tag:blogger.com,1999:blog-7426930344304665428.post-66483397347204403662012-06-16T19:51:00.000+08:002012-06-16T19:51:53.436+08:00TEST BATAS CAIR (LIQUIT LIMIT)<b style="mso-bidi-font-weight: normal;"><span lang="EN-US"><span style="mso-list: Ignore;">1. </span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US">Tujuan </span></b><span lang="EN-US">Test ini
dimaksudkan untuk memperoleh besaran batas cair tanah, dengan cara cassagrande.
Yang dimaksud dengan batas cair adalah kadar air dimana sifat suatu jenis tanah
berubah dari keadaan cair menjadi plastis. Tanah dikatakan dalam keadaan cair,
apabila tanah tersebut masih bisa mengalir akibat berat sendiri. Jadi batas
cair bisa<span style="mso-spacerun: yes;"> </span>juga diartikan kadar air
minimum dimana tanah masih bisa mengalir akibat berat sendiri.</span><br />
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<span lang="EN-US"><br /></span><br />
<div style="text-align: center;">
<span lang="EN-US">Alat Limit Test</span></div>
</div>
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<span lang="EN-US"><br /></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-US"><span style="mso-list: Ignore;">2.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US">Peralatan Yang Diperlukan :</span></b></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">1.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Satu set alat yang digunakan
untuk test liquid limit.</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">2.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Alat pembuat alur (grooving
tool).</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">3.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Kapi (sendok pengaduk).</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">4.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Pelat kaca 45 x 45 x 1 cm.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">5.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Cawan.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">6.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Pisau spatula.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">7.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Botol plastic tempat air
suling.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">8.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Air suling.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">9.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Desikator berisi silica gel.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">10.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Timbangan dengan ketelitian 0,1
gram.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">11.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Oven yang dilengkapi dengan
pengatur suhu untuk memenasi sampai (110 ± 5) ˚C.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 18.0pt;">
<span lang="EN-US">Alat yang digunakan untuk test liquid limit, seperti
diperlihatkan pada Gambar 2.2 terdiri dari mangkok kuningan yang bisa diangkat
dan dijatuhkan dari ketinggian 1 cm diatas suatu dasar terbuat dari karet yang
keras; alat yang bisa digunakan untuk menaikkan dan menurunkan mangkok kuningan
dinamakan Cam yang dijalankan dengan cara memutar Crank.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 18.0pt;">
<span lang="EN-US"><br /></span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 14.2pt; mso-add-space: auto; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">3.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US">Urutan Pelaksanaan Test</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">1.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Mengambil tanah yang lolos
ayakan no. 40 sebanyak 100 gram dan meletakkan diatas pelat kaca pengaduk.
Menambahkan sedikit air kedalam tanah tersebut dan campur hingga merata dengan
menggunakan kapi, apabila campuran tanah + air sudah mempunyai warna yang
merata dan kelihatan lembek, campuran tersebut sudah bisa ditest.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">2.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Melepaskan mangkok kuningan
dari alat test liquit limit; meletakkan sebagian tanah yang telah disiapkan
pada langkah no.1 didalam mangkok kuningan tersebut dengan menggunakan pisau
spatula. Meratakan permukaan tanah tersebut sedemikian rupa hingga ketebalan
maksimum dari tanah didalam mangkok kuningan kira-kira 8 mm.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">3.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Dengan menggunakan alat pembuat
alur, buat alur pada contoh pada tanah yang telah disiapkan pada langkah no. 2
sepanjang garis tengah mangkok (gambar 2.3).</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">4.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Memasang kembali mangkok
kuningan beserta isinya (yang sudah disiapkan pada langkah no. 3) pada alat
test liquit limit; memutar crank dengan kecepatan 2 putaran per detik. Dengan
memutar crank, mangkok kuningan beserta isinya akan terangkat dan jatuh pada
ketinggian 1 cm, sekali setiap satu putaran, dan alur yang dibuat pada contoh
tanah tersebut akan menutup secara perlahan-lahan. Apabila dua bagian tanah
yang dipisahkan oleh alur sudah mendekat satu sama lain sepanjang 12,7 mm
(seperti diperlihatkan pada gambar 2.3), pemutaran dari alat crank bisa
dihentikan; menentukan jumlah putaran (pukulan) yang dibutuh untuk menutup alur
tersebut.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">5.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Mengambil sebagian dari contoh
tanah yamg sudah ditest pada langkah no 4 kira-kira 10 gram dan memasukkan
kedalam cawan yang telah diketahui beratnya (W1), kemudian menimbang cawan +
tanah tersebut beratnya (W2), lalu masukkan kedalam oven selama 24 jam untuk
diketahui berat keringnya (W3); selanjutnya menentukan kadar airnya dari tanah
tersebut.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">6.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Menambahkan sedikit air pada
sisa tanah yang sudah disiapkan pada langkah no 1, dan campur lagi hingga
merata.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">7.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Mengulangi langkah no 2 s/d no
6 untuk mendapatkan harga kadar air tanah pada jumlah pukulan dibawah 25
sebanyak dua kali dan diatas 25 kali pukulan sebanyak dua kali.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US">....................................................................................................................................................<br />Materi Lain Tes dan Praktikum Sipil “Mekanika Tanah” : </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><br /><a href="http://sipilfull.blogspot.com/2012/06/contoh-laporan-praktikum-berat-volume.html">TEST VOLUMETRI / GRAVIMETRI</a><br />a. <a href="http://sipilfull.blogspot.com/2012/06/tes-menentukan-berat-volume-tanah.html">TEST MENENTUKAN BERAT VOLUME TANAH</a><br />b. <a href="http://sipilfull.blogspot.com/2012/06/test-menentukan-kadar-air-tanah.html">TEST MENENTUKAN KADARAIR TANAH</a><br />c. <a href="http://sipilfull.blogspot.com/2012/06/test-menentukan-berat-jenis-tanah.html">TEST MENENTUKAN BERAT JENIS TANAH</a><br /><br />TEST KONSISTENSI TANAH<br />a. TEST BATAS CAIR (LIQUIT LIMIT)<br />b. TEST BATAS PLASTIS (PLASTIC LIMIT)<br />c. TEST BATAS KERUT (SRINKAGE LIMIT)<br /><br />TEST PEMBAGIAN BUTIR<br />a. TES ANALISA AYAKAN<br />b. TEST ANALISA HIDROMETER<br /><br />TEST PERMEABILITAS (REMBESAN)<br />a. CARA CONSTANT HEAD<br />b. CARA FALLING HEAD<br /><br />TEST PEMADATAN PROCTOR TEST (laboratorium)<br />TEST PEMADATAN SANDCONE TEST (lapangan)<br />PRAKTIKUM UJI UNCONFINED<br />PRAKTIKUM DIRECT SHEAR<br />TES PEMAMPATAN TANAH (KONSOLIDASI)<br />PRAKTIKUM UJI SONDIR</span></div>wbshttp://www.blogger.com/profile/07521614307368912779noreply@blogger.com0tag:blogger.com,1999:blog-7426930344304665428.post-43896836455550985752012-06-16T19:30:00.000+08:002012-06-16T19:30:31.756+08:00Contoh Laporan Praktikum BERAT VOLUME, KADAR AIR DAN SPECIFIC GRAVITY TANAH<br />
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; margin-left: 4.65pt; width: 616px;">
<tbody>
<tr style="height: 15.2pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td colspan="6" nowrap="" style="height: 15.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 461.7pt;" valign="bottom" width="616">
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span lang="EN-US" style="color: black;">PRAKTIKUM <a href="http://sipilfull.blogspot.com/2012/06/tes-menentukan-berat-volume-tanah.html">BERAT VOLUME</a>, <a href="http://sipilfull.blogspot.com/2012/06/test-menentukan-kadar-air-tanah.html">KADAR AIR</a> DAN <a href="http://sipilfull.blogspot.com/2012/06/test-menentukan-berat-jenis-tanah.html">SPECIFIC GRAVITY TANAH</a></span></b></div>
</td>
</tr>
<tr style="height: 15.2pt; mso-yfti-irow: 1;">
<td nowrap="" style="height: 15.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 197.2pt;" valign="bottom" width="263">
<div class="MsoNormal">
<span lang="EN-US" style="color: black;">Nama<span style="mso-spacerun: yes;"> </span>:</span></div>
</td>
<td nowrap="" style="height: 15.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.6pt;" valign="bottom" width="49"></td>
<td colspan="2" nowrap="" style="height: 15.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 113.95pt;" valign="bottom" width="152">
<div class="MsoNormal">
<span lang="EN-US" style="color: black;">Titik bor<span style="mso-spacerun: yes;"> </span>:</span></div>
</td>
<td nowrap="" style="height: 15.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76"></td>
<td nowrap="" style="height: 15.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76"></td>
</tr>
<tr style="height: 15.2pt; mso-yfti-irow: 2;">
<td nowrap="" style="height: 15.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 197.2pt;" valign="bottom" width="263">
<div class="MsoNormal">
<span lang="EN-US" style="color: black;">No.Reg<span style="mso-spacerun: yes;"> </span>:</span></div>
</td>
<td nowrap="" style="height: 15.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.6pt;" valign="bottom" width="49"></td>
<td colspan="2" nowrap="" style="height: 15.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 113.95pt;" valign="bottom" width="152">
<div class="MsoNormal">
<span lang="EN-US" style="color: black;">Kedalaman :</span></div>
</td>
<td nowrap="" style="height: 15.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76"></td>
<td nowrap="" style="height: 15.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76"></td>
</tr>
<tr style="height: 15.2pt; mso-yfti-irow: 3;">
<td nowrap="" style="height: 15.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 197.2pt;" valign="bottom" width="263">
<div class="MsoNormal">
<span lang="EN-US" style="color: black;"><span style="mso-spacerun: yes;">Waktu </span>:</span></div>
</td>
<td nowrap="" style="height: 15.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.6pt;" valign="bottom" width="49"></td>
<td colspan="2" nowrap="" style="height: 15.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 113.95pt;" valign="bottom" width="152">
<div class="MsoNormal">
<span lang="EN-US" style="color: black;">Pelaksanaan :</span></div>
</td>
<td nowrap="" style="height: 15.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76"></td>
<td nowrap="" style="height: 15.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76"></td>
</tr>
<tr style="height: 15.95pt; mso-yfti-irow: 4;">
<td nowrap="" style="height: 15.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 197.2pt;" valign="bottom" width="263"></td>
<td nowrap="" style="height: 15.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.6pt;" valign="bottom" width="49"></td>
<td nowrap="" style="height: 15.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76"></td>
<td nowrap="" style="height: 15.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76"></td>
<td nowrap="" style="height: 15.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76"></td>
<td nowrap="" style="height: 15.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76"></td>
</tr>
<tr style="height: 15.95pt; mso-yfti-irow: 5;">
<td colspan="2" nowrap="" style="border-right: solid black 1.0pt; border: solid windowtext 1.0pt; height: 15.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 233.8pt;" valign="bottom" width="312">
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span lang="EN-US" style="color: black;">BERAT VOLUME TANAH</span></b></div>
</td>
<td nowrap="" style="border-left: none; border: solid windowtext 1.0pt; height: 15.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span lang="EN-US" style="color: black;">35</span></b></div>
</td>
<td nowrap="" style="border-left: none; border: solid windowtext 1.0pt; height: 15.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span lang="EN-US" style="color: black;">B</span></b></div>
</td>
<td nowrap="" style="border-left: none; border: solid windowtext 1.0pt; height: 15.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span lang="EN-US" style="color: black;">19</span></b></div>
</td>
<td nowrap="" style="border-left: none; border: solid windowtext 1.0pt; height: 15.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span lang="EN-US" style="color: black;">average</span></b></div>
</td>
</tr>
<tr style="height: 15.2pt; mso-yfti-irow: 6;">
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: solid windowtext 1.0pt; border-right: none; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 197.2pt;" valign="bottom" width="263">
<div class="MsoNormal">
<span lang="EN-US" style="color: black;">Berat cawan kosong</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.6pt;" valign="bottom" width="49">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">gr</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">53.1</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">56.5</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">39</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">49.53333</span></div>
</td>
</tr>
<tr style="height: 15.2pt; mso-yfti-irow: 7;">
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: solid windowtext 1.0pt; border-right: none; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 197.2pt;" valign="bottom" width="263">
<div class="MsoNormal">
<span lang="EN-US" style="color: black;">Berat cawan + tanah
basah</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.6pt;" valign="bottom" width="49">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">gr</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">64.3</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">73.2</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">56.2</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">64.56667</span></div>
</td>
</tr>
<tr style="height: 15.2pt; mso-yfti-irow: 8;">
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: solid windowtext 1.0pt; border-right: none; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 197.2pt;" valign="bottom" width="263">
<div class="MsoNormal">
<span lang="EN-US" style="color: black;">Berat cawan peluberan</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.6pt;" valign="bottom" width="49">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">gr</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">103.9</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">103.5</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">103.9</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">103.7667</span></div>
</td>
</tr>
<tr style="height: 15.2pt; mso-yfti-irow: 9;">
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: solid windowtext 1.0pt; border-right: none; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 197.2pt;" valign="bottom" width="263">
<div class="MsoNormal">
<span lang="EN-US" style="color: black;">Berat cawan peluberan
+ Hg luber</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.6pt;" valign="bottom" width="49">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">gr</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">197.5</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">232.9</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">211.4</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">213.9333</span></div>
</td>
</tr>
<tr style="height: 15.2pt; mso-yfti-irow: 10;">
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: solid windowtext 1.0pt; border-right: none; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 197.2pt;" valign="bottom" width="263">
<div class="MsoNormal">
<span lang="EN-US" style="color: black;">Berat tanah basah</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.6pt;" valign="bottom" width="49">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">gr</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">11.2</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">16.6</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">13.93</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">13.91</span></div>
</td>
</tr>
<tr style="height: 15.2pt; mso-yfti-irow: 11;">
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: solid windowtext 1.0pt; border-right: none; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 197.2pt;" valign="bottom" width="263">
<div class="MsoNormal">
<span lang="EN-US" style="color: black;">Berat Hg luber</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.6pt;" valign="bottom" width="49">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">gr</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">93.6</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">129</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">127.3</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">116.6333</span></div>
</td>
</tr>
<tr style="height: 15.2pt; mso-yfti-irow: 12;">
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: solid windowtext 1.0pt; border-right: none; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 197.2pt;" valign="bottom" width="263">
<div class="MsoNormal">
<span lang="EN-US" style="color: black;">Volume tanah</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.6pt;" valign="bottom" width="49">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">cc</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">6.882353</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">9.485294</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">9.360294</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">8.57598</span></div>
</td>
</tr>
<tr style="height: 15.95pt; mso-yfti-irow: 13;">
<td nowrap="" style="border-left: solid windowtext 1.0pt; border: none; height: 15.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 197.2pt;" valign="bottom" width="263">
<div class="MsoNormal">
<b><span lang="EN-US" style="color: black;">Berat volume
tanah, Yt</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.6pt;" valign="bottom" width="49">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">gr/cc</span></b></div>
</td>
<td nowrap="" style="border-right: solid windowtext 1.0pt; border: none; height: 15.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">1.62735</span></b></div>
</td>
<td nowrap="" style="border-right: solid windowtext 1.0pt; border: none; height: 15.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">1.750078</span></b></div>
</td>
<td nowrap="" style="border-right: solid windowtext 1.0pt; border: none; height: 15.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">1.488201</span></b></div>
</td>
<td nowrap="" style="border-right: solid windowtext 1.0pt; border: none; height: 15.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">1.621876</span></b></div>
</td>
</tr>
<tr style="height: 15.95pt; mso-yfti-irow: 14;">
<td colspan="2" nowrap="" style="border-right: solid black 1.0pt; border: solid windowtext 1.0pt; height: 15.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 233.8pt;" valign="bottom" width="312">
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span lang="EN-US" style="color: black;">KADAR AIR TANAH</span></b></div>
</td>
<td nowrap="" style="border-left: none; border: solid windowtext 1.0pt; height: 15.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">1</span></b></div>
</td>
<td nowrap="" style="border-left: none; border: solid windowtext 1.0pt; height: 15.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">2</span></b></div>
</td>
<td nowrap="" style="border-left: none; border: solid windowtext 1.0pt; height: 15.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">3</span></b></div>
</td>
<td nowrap="" style="border-left: none; border: solid windowtext 1.0pt; height: 15.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div class="MsoNormal">
<b><span lang="EN-US" style="color: black;">average</span></b></div>
</td>
</tr>
<tr style="height: 15.2pt; mso-yfti-irow: 15;">
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: solid windowtext 1.0pt; border-right: none; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 197.2pt;" valign="bottom" width="263">
<div class="MsoNormal">
<span lang="EN-US" style="color: black;">Berat cawan + tanah
kering</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.6pt;" valign="bottom" width="49">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">gr</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">60.8</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">68.2</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">50</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">59.66667</span></div>
</td>
</tr>
<tr style="height: 15.2pt; mso-yfti-irow: 16;">
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: solid windowtext 1.0pt; border-right: none; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 197.2pt;" valign="bottom" width="263">
<div class="MsoNormal">
<span lang="EN-US" style="color: black;">Berat tanah kering</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.6pt;" valign="bottom" width="49">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">gr</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">7.7</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">11.6</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">11</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">10.1</span></div>
</td>
</tr>
<tr style="height: 15.2pt; mso-yfti-irow: 17;">
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: solid windowtext 1.0pt; border-right: none; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 197.2pt;" valign="bottom" width="263">
<div class="MsoNormal">
<span lang="EN-US" style="color: black;">Berat air</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.6pt;" valign="bottom" width="49">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">gr</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">3.5</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">5</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">6.2</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">4.9</span></div>
</td>
</tr>
<tr style="height: 15.95pt; mso-yfti-irow: 18;">
<td nowrap="" style="border-left: solid windowtext 1.0pt; border: none; height: 15.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 197.2pt;" valign="bottom" width="263">
<div class="MsoNormal">
<b><span lang="EN-US" style="color: black;">Kadar air , w</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.6pt;" valign="bottom" width="49">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">%</span></b></div>
</td>
<td nowrap="" style="border-right: solid windowtext 1.0pt; border: none; height: 15.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">45.45455</span></b></div>
</td>
<td nowrap="" style="border-right: solid windowtext 1.0pt; border: none; height: 15.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">43.10345</span></b></div>
</td>
<td nowrap="" style="border-right: solid windowtext 1.0pt; border: none; height: 15.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">56.36364</span></b></div>
</td>
<td nowrap="" style="border-right: solid windowtext 1.0pt; border: none; height: 15.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">48.30721</span></b></div>
</td>
</tr>
<tr style="height: 15.95pt; mso-yfti-irow: 19;">
<td colspan="2" nowrap="" style="border-right: solid black 1.0pt; border: solid windowtext 1.0pt; height: 15.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 233.8pt;" valign="bottom" width="312">
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span lang="EN-US" style="color: black;">SPECIFIC GRAVITY TANAH</span></b></div>
</td>
<td nowrap="" style="border-left: none; border: solid windowtext 1.0pt; height: 15.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">9</span></b></div>
</td>
<td nowrap="" style="border-left: none; border: solid windowtext 1.0pt; height: 15.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">22</span></b></div>
</td>
<td nowrap="" style="border-left: none; border: solid windowtext 1.0pt; height: 15.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">4</span></b></div>
</td>
<td nowrap="" style="border-left: none; border: solid windowtext 1.0pt; height: 15.95pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div class="MsoNormal">
<b><span lang="EN-US" style="color: black;">average</span></b></div>
</td>
</tr>
<tr style="height: 15.2pt; mso-yfti-irow: 20;">
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: solid windowtext 1.0pt; border-right: none; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 197.2pt;" valign="bottom" width="263">
<div class="MsoNormal">
<span lang="EN-US" style="color: black;">Berat picnometer
kosong</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.6pt;" valign="bottom" width="49">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">gr</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">58</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">54.7</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">57.3</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">56.66667</span></div>
</td>
</tr>
<tr style="height: 15.2pt; mso-yfti-irow: 21;">
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: solid windowtext 1.0pt; border-right: none; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 197.2pt;" valign="bottom" width="263">
<div class="MsoNormal">
<span lang="EN-US" style="color: black;">Berat piknometer +
tanah kering</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.6pt;" valign="bottom" width="49">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">gr</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">83</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">79.7</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">82.3</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">81.66667</span></div>
</td>
</tr>
<tr style="height: 15.2pt; mso-yfti-irow: 22;">
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: solid windowtext 1.0pt; border-right: none; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 197.2pt;" valign="bottom" width="263">
<div class="MsoNormal">
<span lang="EN-US" style="color: black;">Berat picnometer +
tanah kering + air</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.6pt;" valign="bottom" width="49">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">gr</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">172.8</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">169.4</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">172.1</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">171.4333</span></div>
</td>
</tr>
<tr style="height: 15.2pt; mso-yfti-irow: 23;">
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: solid windowtext 1.0pt; border-right: none; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 197.2pt;" valign="bottom" width="263">
<div class="MsoNormal">
<span lang="EN-US" style="color: black;">Berat piknometer +
air</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.6pt;" valign="bottom" width="49">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">gr</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">157.2</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">153.9</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">156.6</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">155.9</span></div>
</td>
</tr>
<tr style="height: 15.2pt; mso-yfti-irow: 24;">
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: solid windowtext 1.0pt; border-right: none; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 197.2pt;" valign="bottom" width="263">
<div class="MsoNormal">
<span lang="EN-US" style="color: black;">Berat tanah kering</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.6pt;" valign="bottom" width="49">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">gr</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">25</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">25</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">25</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">25</span></div>
</td>
</tr>
<tr style="height: 15.2pt; mso-yfti-irow: 25;">
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: solid windowtext 1.0pt; border-right: none; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 197.2pt;" valign="bottom" width="263">
<div class="MsoNormal">
<span lang="EN-US" style="color: black;">volume butir</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.6pt;" valign="bottom" width="49">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">cc</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">9.4</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">9.5</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">9.5</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">9.466667</span></div>
</td>
</tr>
<tr style="height: 15.2pt; mso-yfti-irow: 26;">
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: solid windowtext 1.0pt; border-right: none; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 197.2pt;" valign="bottom" width="263">
<div class="MsoNormal">
<span lang="EN-US" style="color: black;">Temperatur</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.6pt;" valign="bottom" width="49">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">C<span style="mso-spacerun: yes;"> </span>̊ </span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">32</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">32</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">32</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">32</span></div>
</td>
</tr>
<tr style="height: 15.2pt; mso-yfti-irow: 27;">
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: solid windowtext 1.0pt; border-right: none; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 197.2pt;" valign="bottom" width="263">
<div class="MsoNormal">
<span lang="EN-US" style="color: black;">Faktor Koreksi</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.6pt;" valign="bottom" width="49">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">k</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">0.9969</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">0.9969</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">0.9969</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">0.9969</span></div>
</td>
</tr>
<tr style="height: 15.2pt; mso-yfti-irow: 28;">
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: solid windowtext 1.0pt; border-right: none; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 197.2pt;" valign="bottom" width="263">
<div class="MsoNormal">
<span lang="EN-US" style="color: black;">Specific gravity ,Gs
suhu 32</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.6pt;" valign="bottom" width="49">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">gr/cc</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">2.659574</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">2.631579</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">2.631579</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="color: black;">2.640911</span></div>
</td>
</tr>
<tr style="height: 15.2pt; mso-yfti-irow: 29;">
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: solid windowtext 1.0pt; border-right: none; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 197.2pt;" valign="bottom" width="263">
<div class="MsoNormal">
<b><span lang="EN-US" style="color: black;">Specific gravity
,Gs suhu 20</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.6pt;" valign="bottom" width="49">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">gr/cc</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">2.65133</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">2.623421</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">2.623421</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">2.632724</span></b></div>
</td>
</tr>
<tr style="height: 15.2pt; mso-yfti-irow: 30;">
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: solid windowtext 1.0pt; border-right: none; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 197.2pt;" valign="bottom" width="263">
<div class="MsoNormal">
<b><span lang="EN-US" style="color: black;">Berat volume
kering, Yd</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.6pt;" valign="bottom" width="49">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">gr/cc</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">1.118803</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">1.222</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">1.175</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">1.171934</span></b></div>
</td>
</tr>
<tr style="height: 15.2pt; mso-yfti-irow: 31;">
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: solid windowtext 1.0pt; border-right: none; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 197.2pt;" valign="bottom" width="263">
<div class="MsoNormal">
<b><span lang="EN-US" style="color: black;">Berat volume
jenuh,Ysat</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.6pt;" valign="bottom" width="49">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">%</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">1.625</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">1.75</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">1.836</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">1.737</span></b></div>
</td>
</tr>
<tr style="height: 15.2pt; mso-yfti-irow: 32;">
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: solid windowtext 1.0pt; border-right: none; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 197.2pt;" valign="bottom" width="263">
<div class="MsoNormal">
<b><span lang="EN-US" style="color: black;">Angka pori, e</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.6pt;" valign="bottom" width="49">
<div align="right" class="MsoNormal" style="text-align: right;">
<br /></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">1.369791</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">1.153</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">1.756</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">1.426264</span></b></div>
</td>
</tr>
<tr style="height: 15.2pt; mso-yfti-irow: 33;">
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: solid windowtext 1.0pt; border-right: none; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 197.2pt;" valign="bottom" width="263">
<div class="MsoNormal">
<b><span lang="EN-US" style="color: black;">Porositas</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.6pt;" valign="bottom" width="49">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">%</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">57.80218</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">53.55318</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">63.71553</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">58.35696</span></b></div>
</td>
</tr>
<tr style="height: 15.2pt; mso-yfti-irow: 34; mso-yfti-lastrow: yes;">
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: solid windowtext 1.0pt; border-right: none; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 197.2pt;" valign="bottom" width="263">
<div class="MsoNormal">
<b><span lang="EN-US" style="color: black;">Derajat kejenuhan,
Sr</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.6pt;" valign="bottom" width="49">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">%</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">87.9806</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">98.34</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">84.18</span></b></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.2pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.0pt;" valign="bottom" width="76">
<div align="right" class="MsoNormal" style="text-align: right;">
<b><span lang="EN-US" style="color: black;">90.166</span></b></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<br />wbshttp://www.blogger.com/profile/07521614307368912779noreply@blogger.com0tag:blogger.com,1999:blog-7426930344304665428.post-12080028431730095412012-06-16T19:06:00.000+08:002012-06-16T19:06:42.083+08:003D AutoCAD completed residential project<iframe allowfullscreen="" frameborder="0" height="344" src="http://www.youtube.com/embed/_lftCsoxJzE?fs=1" width="459"></iframe><br />
by youtube.com<br />
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<iframe allowfullscreen="" frameborder="0" height="344" src="http://www.youtube.com/embed/sA2ovE8ItwI?fs=1" width="459"></iframe><br />
by youtube.com
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<br />wbshttp://www.blogger.com/profile/07521614307368912779noreply@blogger.com0tag:blogger.com,1999:blog-7426930344304665428.post-63248612140856961582012-06-16T18:59:00.000+08:002012-06-16T18:59:44.989+08:00TEST MENENTUKAN BERAT JENIS TANAH<span lang="EN-US">Yang dimaksud dengan berat jenis tanah (specific
gravity) dari suatu tanah<b style="mso-bidi-font-weight: normal;"> </b>adalah
specific gravity dari butir-butir tanah (soil solid) tanpa termasuk air dan
udara yang terkandung didalam tanah tersebut. Specific gravity, Gs,</span><span lang="EN-US"><br /></span><br />
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkW5YrDtmBstvjIWOYbUO5lRPBNEGmDiWLSqQ9eiuHHQN7oS4WCRAZ_UnkxwqbNAGjErEiEUN_jYTDJQUiWRWwkSyh2ZJDIXHreCk7RVyJ1XPBqGFqUXxam8VtiCYMIqEKt_IK3rW6Bgs/s1600/berat+jenis.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkW5YrDtmBstvjIWOYbUO5lRPBNEGmDiWLSqQ9eiuHHQN7oS4WCRAZ_UnkxwqbNAGjErEiEUN_jYTDJQUiWRWwkSyh2ZJDIXHreCk7RVyJ1XPBqGFqUXxam8VtiCYMIqEKt_IK3rW6Bgs/s200/berat+jenis.jpg" width="150" /></a></div>
<div style="text-align: center;">
<span lang="EN-US">Pengukuran Picnometer</span></div>
</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span lang="EN-US">Urutan pelaksanaan test untuk menentukan specific
gravity yang akan diterangkan disini hanya berlaku untuk tanah yang butirannya
berdiameter lebih kecil 4,75 mm (saringsan no.4)</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 14.2pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US"><span style="mso-list: Ignore;">1.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US">Peralatan yang diperlukan :</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l2 level1 lfo1; tab-stops: list 35.45pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">1.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Piknometer yang mempunyai
volume 100 mm atau 250 mm</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l2 level1 lfo1; tab-stops: list 35.45pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">2.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Termometer</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l2 level1 lfo1; tab-stops: list 35.45pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">3.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Timbangan dengan ketelitian 0,1
gram</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l2 level1 lfo1; tab-stops: list 35.45pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">4.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Air suling</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l2 level1 lfo1; tab-stops: list 35.45pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">5.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Oven yang dilengkapi dengan
pengatur suhu untuk memanasi sampai (110 ± 5) ˚C.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l2 level1 lfo1; tab-stops: list 35.45pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">6.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Alat pendingin (desikator) yang
berisi silika gel.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l2 level1 lfo1; tab-stops: list 35.45pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">7.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Botol plastic untuk air suling.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l2 level1 lfo1; tab-stops: list 35.45pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">8.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Manngkok.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l2 level1 lfo1; tab-stops: list 35.45pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">9.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Corong.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l2 level1 lfo1; tab-stops: list 35.45pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">10.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Pipet.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l2 level1 lfo1; tab-stops: list 35.45pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">11.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Tungku listrik (hot late) yang
dilengkapi dengan pelat asbes atau pompa hampa udara (vaccum pump) kapasitas 1
– 1,5 HP.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 14.2pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US"><span style="mso-list: Ignore;">2.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US">Urutan Pelaksanaan Test :</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l1 level1 lfo2; tab-stops: list 35.45pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">1.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Mengeringkan tanah dalam oven
pada suhu (110 ± 5) ˚C selama 24 jam, setelah itu dinginkan dengan desikator.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l1 level1 lfo2; tab-stops: list 35.45pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">2.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Piknometer kosong dibersihkan
dan dikeringkan, kemudian ditimbang beratnnya, W1.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l1 level1 lfo2; tab-stops: list 35.45pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">3.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Memasukkan tanah kering yang
telah disiapkan pada langkah no.1 (± 25 gram) kedalam piknometer, kemudian
ditimbang beratnya, W2.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l1 level1 lfo2; tab-stops: list 35.45pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">4.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Menambahkan air suling ke dalam
piknometer yang berisi tanah, hingga piknometer terisi duapertiganya.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l1 level1 lfo2; tab-stops: list 35.45pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">5.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Untuk tanah yang ditest adalah
tanah lempung (kohesif) mendiamkan tanah terendam air selama 24 jam.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; tab-stops: list 35.45pt; text-align: justify;">
<span lang="EN-US">(catatan : kalau tanah yang
ditest bukan tanah lempung langkah no. 5 tidak perlu dilakukan).</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l1 level1 lfo2; tab-stops: list 35.45pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">6.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Menghilangkan udara dari
campuran tanah + air (pada langkah no.4)</span><span lang="EN-US" style="mso-ansi-language: IN;"> </span><span lang="EN-US">dengan cara:</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 49.65pt; mso-list: l1 level5 lfo2; tab-stops: list 49.65pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">a.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Mendidihkan piknometer yang
berisi tanah + air tersebut secara perlahan-lahan selama kira-kira 15-20 menit
sehingga udara dalam tanah bisa keluar seluruhnya. Untuk mempercepat proses
pengeluaran udara sekali-sekali piknometer dimiringkan.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 49.65pt; mso-list: l1 level5 lfo2; tab-stops: list 49.65pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">b.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Mulut piknometer yang berisi
campuran tanah + air dihubungkan dengan pompa vacuum (dengan maksud untuk
menarik gelembung-gelembung udara dalam campuran tanah + air) sampai tidak ada
lagi gelembung-gelembung udara yang tertinggal didalam tanah tersebut.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; text-align: justify;">
<span lang="EN-US">Langkah no.6 adalah langkah terpenting dalam menentukan
volume tanah pada test specific gravity karena kekurang telitian dari hasil
test biasanyan disebabkan oleh adanya sisa-sisa udara yang tertinggal didalam
pori-pori diantara butir-butir tanah.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l1 level1 lfo2; tab-stops: list 35.45pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">7.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Merendam piknometer yang berisi
campuran tanah + air dalam bak perendam sampai suhunya tetap.</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">8.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Menambahkan air suling sampai
dengan dasar dari garis cekung permukaan air (miniscus) menyentuh tanda yang
menunjukkan 250 ml. Keringkan bagian luar dari piknometer dan bagian dalam dari
lahar piknometer (diatas miniscus) dengan kertas pengering.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l1 level1 lfo2; tab-stops: list 35.45pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US"><span style="mso-list: Ignore;">9.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Menentukan berat dari
piknometer + tanah + air (pada langkah no.8), beratnya, (W3).</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">10.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Mengukur temperatur dari
campuran tanah + air, dengan cara memasukkan thermometer kedalam piknometer,
suhu T1 ˚C.</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">11.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Mengosongkan dan bersihkan
piknometer, kemudian isi piknometer dengan air suling sampai dengan dasar dari
garis cekung permukaan air (miniscus) menyentuh tanda yang menunjukkan 250 ml.
Selanjutnya ditimbang beratnya, (W4).</span></div>
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<span lang="EN-US"><span style="mso-list: Ignore;">12.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span lang="EN-US">Mengukur temperature dari air
yang ada didalam piknometer tersebut untuk mengetahui apakah temperatur dari
air = T1 ± 1 ˚C. (batas toleransi ± 1 ˚C).</span><br />
<span lang="EN-US">....................................................................................................................................................</span><br />
<span lang="EN-US">Materi Lain </span><u><span style="font-family: "Arial","sans-serif"; font-size: 16.0pt; mso-ansi-language: IN;">Tes dan Praktikum Sipil
“Mekanika Tanah” :</span></u>
<br />
<div class="MsoNormal" style="tab-stops: 83.25pt;">
<br /></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 0cm; mso-add-space: auto;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Arial Narrow","sans-serif"; font-size: 11.0pt; line-height: 150%;">TEST
VOLUMETRI / GRAVIMETRI</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l3 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial Narrow","sans-serif"; font-size: 11.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Arial Narrow"; mso-fareast-font-family: "Arial Narrow";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><u><span lang="EN-US" style="font-family: "Arial Narrow","sans-serif"; font-size: 11.0pt; line-height: 150%;"><a href="http://sipilfull.blogspot.com/2012/06/tes-menentukan-berat-volume-tanah.html">TEST MENENTUKAN BERAT VOLUME TANAH</a></span></u></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l3 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Arial Narrow","sans-serif"; font-size: 11.0pt; line-height: 150%; mso-bidi-font-family: "Arial Narrow"; mso-fareast-font-family: "Arial Narrow";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><u><span lang="EN-US" style="font-family: "Arial Narrow","sans-serif"; font-size: 11.0pt; line-height: 150%;"><a href="http://sipilfull.blogspot.com/2012/06/test-menentukan-kadar-air-tanah.html">TEST MENENTUKAN KADARAIR TANAH</a></span></u></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l3 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial Narrow","sans-serif"; font-size: 11.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Arial Narrow"; mso-fareast-font-family: "Arial Narrow";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><u><span lang="EN-US" style="font-family: "Arial Narrow","sans-serif"; font-size: 11.0pt; line-height: 150%;">TEST
MENENTUKAN BERAT JENIS TANAH</span></u></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0cm; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0cm; mso-add-space: auto;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Arial Narrow","sans-serif"; font-size: 11.0pt; line-height: 150%;">TEST
KONSISTEN</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial Narrow","sans-serif"; font-size: 11.0pt; line-height: 150%; mso-ansi-language: IN;">SI </span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Arial Narrow","sans-serif"; font-size: 11.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>TANAH</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial Narrow","sans-serif"; font-size: 11.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Arial Narrow"; mso-fareast-font-family: "Arial Narrow";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><u><span lang="EN-US" style="font-family: "Arial Narrow","sans-serif"; font-size: 11.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>TEST BATAS CAIR (LIQUIT LIMIT)</span></u></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial Narrow","sans-serif"; font-size: 11.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Arial Narrow"; mso-fareast-font-family: "Arial Narrow";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><u><span lang="EN-US" style="font-family: "Arial Narrow","sans-serif"; font-size: 11.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>TEST BATAS PLASTIS (PLASTIC LIMIT)</span></u></b></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial Narrow","sans-serif"; font-size: 11.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Arial Narrow"; mso-fareast-font-family: "Arial Narrow";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><u><span lang="EN-US" style="font-family: "Arial Narrow","sans-serif"; font-size: 11.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>TEST BATAS KERUT (SRINKAGE LIMIT)</span></u></b></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Arial Narrow","sans-serif"; font-size: 11.0pt; line-height: 150%;">TEST PEMBAGIAN BUTIR</span></b></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; mso-list: l2 level1 lfo3; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Arial Narrow","sans-serif"; font-size: 11.0pt; line-height: 150%; mso-bidi-font-family: "Arial Narrow"; mso-fareast-font-family: "Arial Narrow";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><u><span lang="EN-US" style="font-family: "Arial Narrow","sans-serif"; font-size: 11.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>TES ANALISA AYAKAN</span></u></b></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Arial Narrow","sans-serif"; font-size: 11.0pt; line-height: 150%; mso-bidi-font-family: "Arial Narrow"; mso-fareast-font-family: "Arial Narrow";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><u><span lang="EN-US" style="font-family: "Arial Narrow","sans-serif"; font-size: 11.0pt; line-height: 150%;">TEST ANALISA
HIDROMETER</span></u></b></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Arial Narrow","sans-serif"; font-size: 11.0pt; line-height: 150%;">TEST PERMEABILITAS (REMBESAN)</span></b></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; mso-list: l1 level1 lfo4; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Arial Narrow","sans-serif"; font-size: 11.0pt; line-height: 150%; mso-bidi-font-family: "Arial Narrow"; mso-fareast-font-family: "Arial Narrow";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Arial Narrow","sans-serif"; font-size: 11.0pt; line-height: 150%;">CARA
</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial Narrow","sans-serif"; font-size: 11.0pt; line-height: 150%; mso-ansi-language: IN;">CONSTANT</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Arial Narrow","sans-serif"; font-size: 11.0pt; line-height: 150%;">
HEAD</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l1 level1 lfo4; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Arial Narrow","sans-serif"; font-size: 11.0pt; line-height: 150%; mso-bidi-font-family: "Arial Narrow"; mso-fareast-font-family: "Arial Narrow";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial Narrow","sans-serif"; font-size: 11.0pt; line-height: 150%; mso-ansi-language: IN;">CARA FALLING HEAD</span></b></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 0cm; mso-add-space: auto;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 11.0pt; line-height: 150%;">TEST PEMADATAN </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial Narrow","sans-serif"; font-size: 11.0pt; line-height: 150%; mso-ansi-language: IN;">PROCTOR TEST (laboratorium)</span></b></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 0cm; mso-add-space: auto;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 11.0pt; line-height: 150%;">TEST PEMADATAN </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial Narrow","sans-serif"; font-size: 11.0pt; line-height: 150%; mso-ansi-language: IN;">SANDCONE
TEST (lapangan)</span></b></div>
<div class="MsoNormal" style="line-height: 150%;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 11.0pt; line-height: 150%; mso-ansi-language: IN;">PRAKTIKUM UJI UNCONFINED</span></b></div>
<div class="MsoNormal" style="line-height: 150%;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 11.0pt; line-height: 150%; mso-ansi-language: IN;">PRAKTIKUM </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Verdana","sans-serif"; font-size: 11.0pt; line-height: 150%; mso-ansi-language: IN;">DIRECT SHEAR (<span style="color: black;">PERGESERAN
LANGSUNG</span>)</span></b></div>
<div class="MsoNormal" style="line-height: 150%;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 11.0pt; line-height: 150%; mso-ansi-language: IN;">TES PEMAMPATAN TANAH (KONSOLIDASI)</span></b></div>
<div class="MsoNormal" style="line-height: 150%;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Verdana","sans-serif"; font-size: 11.0pt; line-height: 150%;">PRAKTIKUM UJI SONDI</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Verdana","sans-serif"; font-size: 11.0pt; line-height: 150%; mso-ansi-language: IN;">R</span></b></div>
<span lang="EN-US"><br /></span></div>
<br />wbshttp://www.blogger.com/profile/07521614307368912779noreply@blogger.com0tag:blogger.com,1999:blog-7426930344304665428.post-87714199017878681982012-06-16T18:45:00.000+08:002012-06-16T18:45:55.357+08:00TEST MENENTUKAN KADAR AIR TANAH<span class="Apple-style-span" style="line-height: 24px;">Pemeriksaan ini
dimaksudkan untuk memperoleh besaran kadar air (water content) yang terdapat
didalam tanah. Yang dimaksud dengan kadar air tanah adalah perbandingan antara
berat air yang dikandung dalam tanah dengan berat karing dari tanah tersebut
yang dinyatakan dalam persen (%).</span><br />
<span class="Apple-style-span" style="line-height: 24px;"><br /></span><br />
<div class="MsoNormal" style="line-height: 150%;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIEpxcocFBYtF9oLQRX_CzlMh1rANGfxM1a-QXrRy9GBe79XJdg1VXQdWA3eZA4AiSY_0zmQMZxCsL5a2W0jZpjy-foG6y4VG_KuEG4UGgjbFDH-nkTrNp2NLz-x7L7JwVyPqGCG9iUt8/s1600/tanah+kotak.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIEpxcocFBYtF9oLQRX_CzlMh1rANGfxM1a-QXrRy9GBe79XJdg1VXQdWA3eZA4AiSY_0zmQMZxCsL5a2W0jZpjy-foG6y4VG_KuEG4UGgjbFDH-nkTrNp2NLz-x7L7JwVyPqGCG9iUt8/s200/tanah+kotak.jpg" width="200" /></a></div>
<div style="text-align: center;">
Tanah Ukuran 2x2x2cm</div>
</div>
<div class="MsoNormal" style="line-height: 150%;">
<b><br /></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-US">1.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US">Peralatan Yang Diperlukan :</span></b></div>
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<span lang="EN-US">1.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span><span lang="EN-US">Cawan</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<span lang="EN-US">2.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span><span lang="EN-US">Timbangan yang mempunyai
ketelitian 0,1 gram</span></div>
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<span lang="EN-US">3.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span><span lang="EN-US">Oven yang dilengkapi dengan
pengatur suhu untuk memanasi sampai (110 </span><span lang="EN-US" style="font-family: "Symbol";">±</span><span lang="EN-US"> 5)˚C.</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 14.2pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US">2.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US">Urutan pelaksanaan test :</span></b></div>
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<span lang="EN-US">1.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span><span lang="EN-US">Menentukan berat cawan, (W1)
dan mencatat nomor cawan yang bersangkutan.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l2 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US">2.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span><span lang="EN-US">Meletakkan contoh tanah yang
akan ditest didalam cawan, dan menentukan beratnya, (W2).</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l2 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US">3.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span><span lang="EN-US">Meletakkan cawan + tanah
didalam oven selama kira-kira 24 jam dengan suhu (110 </span><span lang="EN-US" style="font-family: "Symbol";">±</span><span lang="EN-US"> 5)˚C.</span></div>
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<span lang="EN-US">4.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span><span lang="EN-US">Menentukan berat tanah kering +
cawan, (W3).</span></div>
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Materi Lain <span class="Apple-style-span" style="font-family: "Arial", sans-serif; font-size: 21px;">Tes dan Praktikum Sipil
“Mekanika Tanah” :</span><br />
<br />
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 0cm; mso-add-space: auto;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Arial Narrow", "sans-serif"; font-size: 11pt; line-height: 150%;">TEST
VOLUMETRI / GRAVIMETRI</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l3 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial Narrow", "sans-serif"; font-size: 11pt; line-height: 150%;"><span style="mso-list: Ignore;">a.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;"> <a href="http://www.blogger.com/goog_2072712050">
</a></span></span></span></b><b><u><span lang="EN-US" style="font-family: "Arial Narrow", "sans-serif"; font-size: 11pt; line-height: 150%;"><a href="http://www.blogger.com/">TEST
MENENTUKAN BERAT VOLUME TANAH</a></span></u></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l3 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Arial Narrow", "sans-serif"; font-size: 11pt; line-height: 150%;"><span style="mso-list: Ignore;">b.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><u><span lang="EN-US" style="font-family: "Arial Narrow", "sans-serif"; font-size: 11pt; line-height: 150%;">TEST MENENTUKAN KADAR
AIR TANAH</span></u></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l3 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial Narrow", "sans-serif"; font-size: 11pt; line-height: 150%;"><span style="mso-list: Ignore;">c.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><u><span lang="EN-US" style="font-family: "Arial Narrow", "sans-serif"; font-size: 11pt; line-height: 150%;">TEST
MENENTUKAN BERAT JENIS TANAH</span></u></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0cm; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0cm; mso-add-space: auto;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Arial Narrow", "sans-serif"; font-size: 11pt; line-height: 150%;">TEST
KONSISTEN</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial Narrow", "sans-serif"; font-size: 11pt; line-height: 150%;">SI </span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Arial Narrow", "sans-serif"; font-size: 11pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>TANAH</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial Narrow", "sans-serif"; font-size: 11pt; line-height: 150%;"><span style="mso-list: Ignore;">a.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><u><span lang="EN-US" style="font-family: "Arial Narrow", "sans-serif"; font-size: 11pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>TEST BATAS CAIR (LIQUIT LIMIT)</span></u></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial Narrow", "sans-serif"; font-size: 11pt; line-height: 150%;"><span style="mso-list: Ignore;">b.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><u><span lang="EN-US" style="font-family: "Arial Narrow", "sans-serif"; font-size: 11pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>TEST BATAS PLASTIS (PLASTIC LIMIT)</span></u></b></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial Narrow", "sans-serif"; font-size: 11pt; line-height: 150%;"><span style="mso-list: Ignore;">c.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><u><span lang="EN-US" style="font-family: "Arial Narrow", "sans-serif"; font-size: 11pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>TEST BATAS KERUT (SRINKAGE LIMIT)</span></u></b></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Arial Narrow", "sans-serif"; font-size: 11pt; line-height: 150%;">TEST PEMBAGIAN BUTIR</span></b></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; mso-list: l2 level1 lfo3; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Arial Narrow", "sans-serif"; font-size: 11pt; line-height: 150%;"><span style="mso-list: Ignore;">a.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><u><span lang="EN-US" style="font-family: "Arial Narrow", "sans-serif"; font-size: 11pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>TES ANALISA AYAKAN</span></u></b></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Arial Narrow", "sans-serif"; font-size: 11pt; line-height: 150%;"><span style="mso-list: Ignore;">b.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><u><span lang="EN-US" style="font-family: "Arial Narrow", "sans-serif"; font-size: 11pt; line-height: 150%;">TEST ANALISA
HIDROMETER</span></u></b></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Arial Narrow", "sans-serif"; font-size: 11pt; line-height: 150%;">TEST PERMEABILITAS (REMBESAN)</span></b></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; mso-list: l1 level1 lfo4; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Arial Narrow", "sans-serif"; font-size: 11pt; line-height: 150%;"><span style="mso-list: Ignore;">a.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Arial Narrow", "sans-serif"; font-size: 11pt; line-height: 150%;">CARA
</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial Narrow", "sans-serif"; font-size: 11pt; line-height: 150%;">CONSTANT</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Arial Narrow", "sans-serif"; font-size: 11pt; line-height: 150%;">
HEAD</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l1 level1 lfo4; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Arial Narrow", "sans-serif"; font-size: 11pt; line-height: 150%;"><span style="mso-list: Ignore;">b.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial Narrow", "sans-serif"; font-size: 11pt; line-height: 150%;">CARA FALLING HEAD</span></b></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 0cm; mso-add-space: auto;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Verdana", "sans-serif"; font-size: 11pt; line-height: 150%;">TEST PEMADATAN </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial Narrow", "sans-serif"; font-size: 11pt; line-height: 150%;">PROCTOR TEST (laboratorium)</span></b></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 0cm; mso-add-space: auto;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Verdana", "sans-serif"; font-size: 11pt; line-height: 150%;">TEST PEMADATAN </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial Narrow", "sans-serif"; font-size: 11pt; line-height: 150%;">SANDCONE
TEST (lapangan)</span></b></div>
<div class="MsoNormal" style="line-height: 150%;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Verdana", "sans-serif"; font-size: 11pt; line-height: 150%;">PRAKTIKUM UJI UNCONFINED</span></b></div>
<div class="MsoNormal" style="line-height: 150%;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Verdana", "sans-serif"; font-size: 11pt; line-height: 150%;">PRAKTIKUM </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Verdana", "sans-serif"; font-size: 11pt; line-height: 150%;">DIRECT SHEAR (<span style="color: black;">PERGESERAN
LANGSUNG</span>)</span></b></div>
<div class="MsoNormal" style="line-height: 150%;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Verdana", "sans-serif"; font-size: 11pt; line-height: 150%;">TES PEMAMPATAN TANAH (KONSOLIDASI)</span></b></div>
<div class="MsoNormal" style="line-height: 150%;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Verdana", "sans-serif"; font-size: 11pt; line-height: 150%;">PRAKTIKUM UJI SONDI</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Verdana", "sans-serif"; font-size: 11pt; line-height: 150%;">R</span></b></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 0cm; mso-add-space: auto;">
<br /></div>
</div>wbshttp://www.blogger.com/profile/07521614307368912779noreply@blogger.com0tag:blogger.com,1999:blog-7426930344304665428.post-1476951140574841602012-06-14T08:26:00.000+08:002012-06-14T08:26:12.685+08:00Perlengkapan K3 Keselamatan dan Kesehatan Kerja<w:sdt contentlocked="t" id="89512093" sdtgroup="t">
</w:sdt><br />
<div class="Publishwithline">
<span style="font-family: "Arial", "sans-serif"; font-size: 12pt;">Perlengkapan
K3<span style="mso-spacerun: yes;"> </span>Keselamatan dan Kesehatan Kerja</span></div>
<div style="border-bottom: solid #4F81BD 1.0pt; border: none; mso-border-bottom-themecolor: accent1; mso-element: para-border-div; padding: 0cm 0cm 2.0pt 0cm;">
<div class="underline">
<br /></div>
</div>
<div class="PadderBetweenTitleandProperties">
<o:p> </o:p><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial", "sans-serif"; font-size: 12pt;"><o:p> </o:p></span></b></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 12pt;">Pelindung badan berfungsi untuk melindungi
diri agar tidak mengalami cedera akibat kerja. Perlengkapan badan yang harus
digunakan pada pekerjaan konstruksi adalah sebagai berikut:</span><span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 12pt;"> </span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: .5pt; margin-top: 0cm; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 12pt;">Sabuk
Pengaman, Topi Keras (Helm, Sarung Tangan, Sepatu Kerja, Penutup Hidung
(Masker), Kacamata, Pelindung Telinga</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: .5pt; margin-top: 0cm; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 16pt;"><span style="mso-list: Ignore;"><br /></span></span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: .5pt; margin-top: 0cm; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 16pt;"><span style="mso-list: Ignore;">a.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;"> </span></span></span><span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 16pt;">Sabuk Pengaman</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 16pt;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2r0ZuT7ZoQsjPsofepJWKY_D46DCZQ3oRyn3cjANy2l82fx9x17iiEo4tkuiamO6aXyUw9Uz_0RjFnAvmYkDJC_um0_ZVPoP8UQh-zLuNXiMUCU9Z0Olz7JoZiR035BNwh9J-jC2kt8I/s1600/thumb.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2r0ZuT7ZoQsjPsofepJWKY_D46DCZQ3oRyn3cjANy2l82fx9x17iiEo4tkuiamO6aXyUw9Uz_0RjFnAvmYkDJC_um0_ZVPoP8UQh-zLuNXiMUCU9Z0Olz7JoZiR035BNwh9J-jC2kt8I/s200/thumb.png" width="168" /></a></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 12pt;">Sabuk pegaman merupakan perlengkapan yang
sangat penting dan harus digunakan terutama pada saat melakukan pekerjaan pada
ketinggian lebih dari 3 meter. Sabuk pengaman dipasang pada pinggang seperti
ikat pinggang biasa dan meningkatkan bagian talinya kepada bagian konstruksi
yang diperkirakan cukup kuat dan dapat menahan beban manusia, sehingga jika
pekerja terpeleset tidak akan langsung jatuh akan tetapi dapat tertahan oleh
sabuk pengaman sehingga terhindar dari kecelakaan yang lebih fatal.</span></div>
<div align="center" class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
<div class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-color: white; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; line-height: 15.75pt; margin-bottom: 0pt; text-align: left;">
<span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 16pt;"><span style="mso-list: Ignore;">b.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;"> </span></span></span><span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 16pt;">Topi Keras (Helm)</span>
<span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 12pt;"><o:p> </o:p></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZ6yPgmAycPsdMeaeKzqCzVkTioTmUAyQEeOn4Tk5ZvkzVQoW3gqTDd5M3l2yW7jTQ-s2PXDn0kYrDgUiIqncRbHO3-qzATUXSWArI_-VKMTIoM4KTHvfS3dwp2i4paFlMl9Gr3sHBjmo/s1600/helm.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZ6yPgmAycPsdMeaeKzqCzVkTioTmUAyQEeOn4Tk5ZvkzVQoW3gqTDd5M3l2yW7jTQ-s2PXDn0kYrDgUiIqncRbHO3-qzATUXSWArI_-VKMTIoM4KTHvfS3dwp2i4paFlMl9Gr3sHBjmo/s200/helm.jpg" width="200" /></a></div>
<div align="center" class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-line-height-alt: 15.75pt; mso-list: l0 level1 lfo1; text-align: center; text-indent: -18.0pt;">
<span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 16pt;"><span style="mso-list: Ignore;"><br /></span></span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 12pt;">Topi keras (helm)
sangat berguna untuk melindungi kepala dari benturan benda-benda yang mungkin
jatuh, untuk itu topi keras (helm) harus dipilih yang baik mutunya.</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-color: white; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; line-height: 15.75pt; margin-bottom: 0pt; text-align: left;">
<span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 12pt;"><v:shape alt="gloves.jpg" id="Picture_x0020_6" o:gfxdata="UEsDBBQABgAIAAAAIQDI4TOSFQEAAFICAAATAAAAW0NvbnRlbnRfVHlwZXNdLnhtbKSSTW7DIBCF
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<span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 12pt;">Sarung tangan
digunakan untuk menghindari kulit tangan dari luka akibat serpihan besi,
batu-batuan tajam atau cairan semen dari adukan. Penggunaan sarung tangan harus
sesuai dengan jenis pekerjaan yang dilakukan</span></div>
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<span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 12pt;"><o:p> </o:p></span>
<span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 16pt;"><span style="mso-list: Ignore;">d.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;"> </span></span></span><span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 16pt;">Sepatu Kerja</span>
</div>
<div class="separator" style="clear: both; text-align: center;">
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" o:spid="_x0000_i1028" style="height: 199.5pt; visibility: visible; width: 235.5pt;" type="#_x0000_t75"> </v:shape></span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 12pt;">Sepatu kerja digunakan
untuk melindungi kaki dari luka akibat terjepit benda benda tajam dan
sejenisnya. Penggunaan sepatu juga harus sesuai dengan jenis pekerjaan yang
dilakukan</span></div>
<div align="center" class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 12pt;"><o:p> </o:p></span>
<span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 16pt;"><span style="mso-list: Ignore;"> e.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;"> </span></span></span><span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 16pt;">Penutup Hidung (Masker)</span>
</div>
<div align="center" class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 15.75pt; text-align: center;">
<span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 18pt;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjON1JrqI9ssVJF2SGEKCFVVxnBm3ws3GlivZUD1YW2SA466rxRlShNOdTSw4RMnBuRsJUvKxPCja6CVaRBBQ3OhJo_x1PmkS3xKj5VYdyn5ZlpwmF6hx-iqOh9RXmv380L-qLicUXAgSo/s1600/msker.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjON1JrqI9ssVJF2SGEKCFVVxnBm3ws3GlivZUD1YW2SA466rxRlShNOdTSw4RMnBuRsJUvKxPCja6CVaRBBQ3OhJo_x1PmkS3xKj5VYdyn5ZlpwmF6hx-iqOh9RXmv380L-qLicUXAgSo/s200/msker.jpg" width="194" /></a></div>
<div align="center" class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 15.75pt; text-align: center;">
<span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 16pt;"><span style="mso-list: Ignore;"> </span></span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 12pt;">Penutup hidung
(masker) digunakan pada saat bekerja pada daerah yang berdebu atau yang
mengandung unsur kimia seperti debu semen yang dapat menimbulkan gangguan pada
pernapasan</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-color: white; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto; line-height: 15.75pt; margin-bottom: 0pt; text-align: left;">
<span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 12pt;"><o:p> </o:p></span><span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 16pt;"><span style="mso-list: Ignore;">f.<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 16pt;">Kacamata</span>
<span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 12pt;"><br /></span></div>
<div align="center" class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 12pt;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIc3ugz7pr7GxJiYHxyBILI1wqb74vEevTA6HajCjUvkTbvn6oL9GYyqjcnCPK7lj7ny3fG508emoKb7xny2cHEyjcuEiEAkUdspHV7PYFwFwL1DWp9kqmu5Ti63TCk2ZaerIhjw9OUKI/s1600/kacamata.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="126" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIc3ugz7pr7GxJiYHxyBILI1wqb74vEevTA6HajCjUvkTbvn6oL9GYyqjcnCPK7lj7ny3fG508emoKb7xny2cHEyjcuEiEAkUdspHV7PYFwFwL1DWp9kqmu5Ti63TCk2ZaerIhjw9OUKI/s200/kacamata.jpg" width="200" /></a></div>
<div align="center" class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 12pt;"><o:p> </o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 12pt;">Kacamata harus
digunakan pada saat melakukan pekerjaan-pekerjaan khusus seperti memecah batu,
mengelas, menggerinda dan sebagainya.</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 16pt;"><br /></span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 16pt;">g. Pelindung Telinga</span>
<span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 16pt;"><o:p> </o:p></span></div>
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIdasJ9WCdGAUJZnMJXaec7tYbijx1gbUTDnpMmV1q9xYzGvqnvtdDPILxPtLa9AJAuljkiXfOFy_lv42evUGAWCDsdEP8z1pfCwfLQ0DkmBXph1Ne6QKKyABRO54bjcmRzQX6SlhQVLc/s1600/telinga.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIdasJ9WCdGAUJZnMJXaec7tYbijx1gbUTDnpMmV1q9xYzGvqnvtdDPILxPtLa9AJAuljkiXfOFy_lv42evUGAWCDsdEP8z1pfCwfLQ0DkmBXph1Ne6QKKyABRO54bjcmRzQX6SlhQVLc/s200/telinga.jpg" width="200" /></a></div>
<br />
<br />
<span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 12pt;"><o:p></o:p></span><br />
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 12pt;">Pelindung telinga harus dugunakan pada
lingkungan pekerjaan yabg bising dimana dapat menimbulkan gangguan pendengaran</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>wbshttp://www.blogger.com/profile/07521614307368912779noreply@blogger.com1tag:blogger.com,1999:blog-7426930344304665428.post-70249058284588038272012-06-13T17:37:00.000+08:002012-06-14T08:33:01.999+08:00Pentingnya keselamatan dan Kesehatan Kerja<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJdNA2F2mjBxVLG-vTizi5-74NDZsnNih0qt1mI5auNqASrla757DI0V_cLvmtuGv4k8C8gh7AEYPViSH2JWeoO60Cj6k1Y5eOvoiAdO-cDihGpHKAIcJHfgispM9mhhKS4hpThjoRW4A/s1600/WWW.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJdNA2F2mjBxVLG-vTizi5-74NDZsnNih0qt1mI5auNqASrla757DI0V_cLvmtuGv4k8C8gh7AEYPViSH2JWeoO60Cj6k1Y5eOvoiAdO-cDihGpHKAIcJHfgispM9mhhKS4hpThjoRW4A/s320/WWW.jpeg" width="320" /></a></div>
<span lang="EN-US" style="font-family: "Arial", "sans-serif";"><br /></span><br />
<span lang="EN-US" style="font-family: "Arial", "sans-serif";">Perlindungan tenaga kerja meliputi
aspek-aspek yang cukup luas, yaitu perlindungan keselamatan, kesehatan,
pemeliharaan moral kerja serta perlakuan yang sesuai dengan martabat manusia
dan moral agama. Perlindungan tersebut dimaksudkan agar tenaga kerja secara
aman melakukan pekerjaannya sehari-hari untuk meningkatkan produksi dan produktivitas.</span><br />
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 5.25pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -14.2pt;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: "Times New Roman", "serif"; font-size: 12pt;"><span style="mso-list: Ignore;">•<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 12pt;">Keselamatan kerja dan kesehatan kerja adalah S</span><span lang="EN-US" style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 12pt;">uatu kondisi dalam pekerjaan yang sehat dan aman baik itu bagi
pekerjaannya, perusahaan maupun bagi masyarakat dan lingkungan sekitar pabrik
atau tempat kerja tersebut.</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: "Times New Roman", "serif"; font-size: 12pt;"><span style="mso-list: Ignore;">•<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span style="font-family: "Arial", "sans-serif"; font-size: 12pt;">Keselamatan
kerja adalah keselamatan yang berkaitan dengan mesin, pesawat, alat kerja, bahan
dan proses pengolahannya, landasan tempat kerja dan lingkungannya serta
cara-cara melakukan pekerjaan. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-autospace: none; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman", "serif"; font-size: 12pt;"><span style="mso-list: Ignore;">•<span style="font-family: "Times New Roman"; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;">
</span></span></span><span style="color: black; font-family: "Arial", "sans-serif"; font-size: 12pt;">Keselamatan kerja adalah keselamatan yang
bertalian dengan </span><span style="font-family: "Arial", "sans-serif"; font-size: 12pt;"><span style="mso-spacerun: yes;"> </span><span style="color: black;">mesin, pesawat, alat kerja, bahan dan proses pengolahanya,
landasan </span><span style="mso-spacerun: yes;"> </span><span style="color: black;">tempat
kerja dan lingkungannya serta cara-cara melakukan pekerjaan. </span><span style="mso-spacerun: yes;"> </span><span style="color: black;">Keselamatan kerja
adalah tugas semua orang yang bekerja. Keselamatan kerja menyangkut segenap
proses produksi dan distribusi, baik barang </span><span style="mso-spacerun: yes;"> </span><span style="color: black;">maupun jasa </span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-autospace: none; text-indent: -18.0pt;">
<span style="font-family: "Arial", "sans-serif"; font-size: 12pt;"><span style="color: black;"><br /></span></span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="color: black; font-family: "Arial", "sans-serif"; font-size: 12pt;">Kesehatan
kerja adalah spesialisasi dalam ilmu </span><span style="font-family: "Arial", "sans-serif"; font-size: 12pt;"><span style="mso-spacerun: yes;"> </span><span style="color: black;">kesehatan/kedokteran
beserta prakteknya yang bertujuan, agar </span><span style="mso-spacerun: yes;"> </span><span style="color: black;">pekerja/masyarakat
pekerja memperoleh derajat kesehatan setinggi </span><span style="mso-spacerun: yes;"> </span><span style="color: black;">tingginya, baik
fisik, atau mental, maupun sosial, dengan usaha-usaha </span><span style="mso-spacerun: yes;"> </span><span style="color: black;">preventif dan
kuratif, terhadap penyakit-penyakit/gangguan-gangguan </span><span style="mso-spacerun: yes;"> </span><span style="color: black;">kesehatan yang
diakibatkan faktor-faktor pekerjaan dan lingkungan kerja, </span><span style="mso-spacerun: yes;"> </span><span style="color: black;">serta terhadap
penyakit-penyakit umum. </span></span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 12pt;"><br /></span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 12pt;">Agar tidak mengalami cedera akibat kerja.
Pelindung badan yang harus digunakan pada pekerjaan konstruksi adalah sebagai
berikut:</span><span style="color: #222222; font-family: "Arial", "sans-serif"; font-size: 12pt;"> </span></div>
<ol start="1" style="margin-top: 0cm;" type="a">
<li class="MsoNormal" style="background: white; color: #222222; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; mso-list: l1 level1 lfo1; text-align: justify;"><span style="font-family: "Arial", "sans-serif"; font-size: 12pt;"><a href="http://sipilfull.blogspot.com/2012/06/perlengkapan-k3-keselamatan-dan.html">Sabuk Pengaman</a></span></li>
<li class="MsoNormal" style="background: white; color: #222222; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; mso-list: l1 level1 lfo1; text-align: justify;"><span style="font-family: "Arial", "sans-serif"; font-size: 12pt;"><a href="http://sipilfull.blogspot.com/2012/06/perlengkapan-k3-keselamatan-dan.html">Topi Keras (Helm)</a></span></li>
<li class="MsoNormal" style="background: white; color: #222222; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; mso-list: l1 level1 lfo1; text-align: justify;"><span style="font-family: "Arial", "sans-serif"; font-size: 12pt;"><a href="http://sipilfull.blogspot.com/2012/06/perlengkapan-k3-keselamatan-dan.html">Sarung Tangan</a></span></li>
<li class="MsoNormal" style="background: white; color: #222222; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; mso-list: l1 level1 lfo1; text-align: justify;"><span style="font-family: "Arial", "sans-serif"; font-size: 12pt;"><a href="http://sipilfull.blogspot.com/2012/06/perlengkapan-k3-keselamatan-dan.html">Sepatu Kerja</a></span></li>
<li class="MsoNormal" style="background: white; color: #222222; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; mso-list: l1 level1 lfo1; text-align: justify;"><span style="font-family: "Arial", "sans-serif"; font-size: 12pt;"><a href="http://sipilfull.blogspot.com/2012/06/perlengkapan-k3-keselamatan-dan.html">Penutup Hidung (Masker)</a></span></li>
<li class="MsoNormal" style="background: white; color: #222222; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; mso-list: l1 level1 lfo1; text-align: justify;"><span style="font-family: "Arial", "sans-serif"; font-size: 12pt;"><a href="http://sipilfull.blogspot.com/2012/06/perlengkapan-k3-keselamatan-dan.html">Kacamata</a></span></li>
<li class="MsoNormal" style="background: white; color: #222222; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; mso-list: l1 level1 lfo1; text-align: justify;"><span style="font-family: "Arial", "sans-serif"; font-size: 12pt;"><a href="http://sipilfull.blogspot.com/2012/06/perlengkapan-k3-keselamatan-dan.html">Pelindung Telinga</a></span></li>
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<br /></div>
<br />wbshttp://www.blogger.com/profile/07521614307368912779noreply@blogger.com0tag:blogger.com,1999:blog-7426930344304665428.post-89526202328284400812012-06-11T17:56:00.000+08:002012-06-11T17:56:04.647+08:00Tes Menentukan Berat Volume Tanah<div class="separator" style="clear: both; text-align: center;">
<b style="margin-left: 1em; margin-right: 1em;"><img alt="Lihat gambar ukuran penuh" height="200" src="http://t0.gstatic.com/images?q=tbn:ANd9GcT70VFw24KNNng0jJUdGaN3jiVtk_mdEPV1JCC52bABj0Cn-wsDvEkG9g" width="200" /></b></div>
<span class="Apple-style-span" style="font-family: 'Arial Narrow', sans-serif; font-size: medium;"><span class="Apple-style-span" style="font-size: 15px; line-height: 22px;"></span></span><br />
<span class="Apple-style-span" style="line-height: 24px;"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: 'Arial Narrow', sans-serif; font-size: 11pt; line-height: 150%;">1.<span style="font: normal normal normal 7pt/normal 'Times New Roman';"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: 'Arial Narrow', sans-serif; font-size: 11pt; line-height: 150%;">Tujuan</span></b></span><br />
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="EN-US" style="font-family: 'Arial Narrow', sans-serif; font-size: 11pt; line-height: 150%;"> Test ini adalah untuk menentukan
berat volume tanah (<span style="position: relative; top: 5pt;"><img height="17" src="file:///C:/Users/Asus/AppData/Local/Temp/msohtmlclip1/01/clip_image002.gif" v:shapes="_x0000_i1025" width="13" /></span>). Yang dimaksud dengan berat volume tanah adalah
perbandingan antara berat tanah dengan volume tanah.<o:p></o:p></span><br />
<span class="Apple-style-span" style="font-family: 'Arial Narrow', sans-serif; font-size: medium;"><span class="Apple-style-span" style="font-size: 15px; line-height: 22px;"><br /></span></span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 14.2pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: 'Arial Narrow', sans-serif; font-size: 11pt; line-height: 150%;">2.<span style="font: normal normal normal 7pt/normal 'Times New Roman';"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: 'Arial Narrow', sans-serif; font-size: 11pt; line-height: 150%;">Peralatan Yang
Digunakan :<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<span lang="EN-US" style="font-family: 'Arial Narrow', sans-serif; font-size: 11pt; line-height: 150%;">1.<span style="font: normal normal normal 7pt/normal 'Times New Roman';">
</span></span><span lang="EN-US" style="font-family: 'Arial Narrow', sans-serif; font-size: 11pt; line-height: 150%;">Gelas kaca dengan
diameter 5,50 – 6,50 cm dan dengan ketinggian kira-kira 3,0 – 4,0 cm.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<span lang="EN-US" style="font-family: 'Arial Narrow', sans-serif; font-size: 11pt; line-height: 150%;">2.<span style="font: normal normal normal 7pt/normal 'Times New Roman';">
</span></span><span lang="EN-US" style="font-family: 'Arial Narrow', sans-serif; font-size: 11pt; line-height: 150%;">Kaca datar yang
mempunyai tiga paku.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<span lang="EN-US" style="font-family: 'Arial Narrow', sans-serif; font-size: 11pt; line-height: 150%;">3.<span style="font: normal normal normal 7pt/normal 'Times New Roman';">
</span></span><span lang="EN-US" style="font-family: 'Arial Narrow', sans-serif; font-size: 11pt; line-height: 150%;">Air raksa.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<span lang="EN-US" style="font-family: 'Arial Narrow', sans-serif; font-size: 11pt; line-height: 150%;">4.<span style="font: normal normal normal 7pt/normal 'Times New Roman';">
</span></span><span lang="EN-US" style="font-family: 'Arial Narrow', sans-serif; font-size: 11pt; line-height: 150%;">Mangkok peluberan.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<span lang="EN-US" style="font-family: 'Arial Narrow', sans-serif; font-size: 11pt; line-height: 150%;">5.<span style="font: normal normal normal 7pt/normal 'Times New Roman';">
</span></span><span lang="EN-US" style="font-family: 'Arial Narrow', sans-serif; font-size: 11pt; line-height: 150%;">Pisau.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<span lang="EN-US" style="font-family: 'Arial Narrow', sans-serif; font-size: 11pt; line-height: 150%;">6.<span style="font: normal normal normal 7pt/normal 'Times New Roman';">
</span></span><span lang="EN-US" style="font-family: 'Arial Narrow', sans-serif; font-size: 11pt; line-height: 150%;">Timbangan dengan
ketelitian 0,1 gram.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 14.2pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: 'Arial Narrow', sans-serif; font-size: 11pt; line-height: 150%;">3.<span style="font: normal normal normal 7pt/normal 'Times New Roman';"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: 'Arial Narrow', sans-serif; font-size: 11pt; line-height: 150%;">Urutan Pelaksanaan
Test :<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l2 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US" style="font-family: 'Arial Narrow', sans-serif; font-size: 11pt; line-height: 150%;">1.<span style="font: normal normal normal 7pt/normal 'Times New Roman';">
</span></span><span lang="EN-US" style="font-family: 'Arial Narrow', sans-serif; font-size: 11pt; line-height: 150%;">Mengeluarkan contoh
tanah yang akan ditest dalam tabung Shelby secara perlahan-lahan sehingga
keadaan tanahnya tidak berubah (sample undistrubed).<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l2 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US" style="font-family: 'Arial Narrow', sans-serif; font-size: 11pt; line-height: 150%;">2.<span style="font: normal normal normal 7pt/normal 'Times New Roman';">
</span></span><span lang="EN-US" style="font-family: 'Arial Narrow', sans-serif; font-size: 11pt; line-height: 150%;">Dengan menggunakan
pisau, memotong contoh tanah yang telah disiapkan pada langkah no 1 secara
perlahan-lahan dan sedikit demi sedikit hingga didapat bentuk persegi dengan
ukuran kira-kira 2 x 2 x 2 cm<sup>3</sup> .<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l2 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US" style="font-family: 'Arial Narrow', sans-serif; font-size: 11pt; line-height: 150%;">3.<span style="font: normal normal normal 7pt/normal 'Times New Roman';">
</span></span><span lang="EN-US" style="font-family: 'Arial Narrow', sans-serif; font-size: 11pt; line-height: 150%;">Menentukan berat
cawan, (W1); juga mencatat dari nomor cawan yang bersangkutan.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l2 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US" style="font-family: 'Arial Narrow', sans-serif; font-size: 11pt; line-height: 150%;">4.<span style="font: normal normal normal 7pt/normal 'Times New Roman';">
</span></span><span lang="EN-US" style="font-family: 'Arial Narrow', sans-serif; font-size: 11pt; line-height: 150%;">Meletakkan tanah yang
telah disiapkan pada langkah no 2 didalam cawan, kemudian menimbang berat cawan
+ tanah, (W2).<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l2 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US" style="font-family: 'Arial Narrow', sans-serif; font-size: 11pt; line-height: 150%;">5.<span style="font: normal normal normal 7pt/normal 'Times New Roman';">
</span></span><span lang="EN-US" style="font-family: 'Arial Narrow', sans-serif; font-size: 11pt; line-height: 150%;">Menentukan berat
mangkok peluberan, (W3).<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l2 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="EN-US" style="font-family: 'Arial Narrow', sans-serif; font-size: 11pt; line-height: 150%;">6.<span style="font: normal normal normal 7pt/normal 'Times New Roman';">
</span></span><span lang="EN-US" style="font-family: 'Arial Narrow', sans-serif; font-size: 11pt; line-height: 150%;">Menentukan volume
tanah yang telah disiapkan pada langkah no 2 dengan menggunakan air raksa,
gelas kaca dan kaca datar yang memepunyai tiga paku. Caranya adalah mengisi
gelas kaca dengan air raksa hingga penuh (gelas kaca harus diletakkan didalam
mangkok peluberan). Dengan menggunakan kaca datar yang mempunyai tiga paku,
meratakan permukaan air raksa didalam gelasa kaca (kelebihan aiar raksa yang
tumpah ditampung dalam mangkok peluberan); membersihkan kelebihan air raksa
yang tertumpah kedalam mangkok peluberan. Memasukkan tanah yang telah disiapkan
pada langkah no 2 kedalam gelas kaca yang telah berusi air raksa (tanah
tessebut akan menampung diatas air raksa). Dengan menggunakan kaca datar yang
mempunyai tiga paku, tekan tanah yang berbentuk kubus tersebut masuk kedalam
air raksa secara perlahan-lahan sampai tanah tesebut masuk kedalam air raksa
secara perlahan-lahan sampai tanah tersebut benar-benar temdam didalam air
raksa. Kelebhan air raka yang keluar dari gelas kaca yang akan ditampung
didalam mangkok peluberan. Timbang air raksa yang ditampung didalam mangkok
peluberan (W4) untuk dipakai ddalam menentukan volume tanah basah yang test.<o:p></o:p></span><br />
<span class="Apple-style-span" style="font-family: 'Arial Narrow', sans-serif; font-size: medium;"><span class="Apple-style-span" style="font-size: 15px; line-height: 22px;"><br /></span></span><br />
<span class="Apple-style-span" style="font-family: 'Arial Narrow', sans-serif; font-size: medium;"><span class="Apple-style-span" style="font-size: 15px; line-height: 22px;"><b><span class="Apple-style-span" style="color: yellow;">Materi Lain </span><span class="Apple-style-span" style="color: red;"> </span> <span class="Apple-style-span" style="color: yellow;"> </span></b></span></span><br />
<span class="Apple-style-span" style="font-family: 'Arial Narrow', sans-serif;"><span class="Apple-style-span" style="line-height: 22px;"><span class="Apple-style-span" style="color: #222222; font-family: Arial, sans-serif; font-weight: bold; line-height: 21px;"><a href="http://sipilfull.blogspot.com/2012/05/ilmu-gempa-bumi-dan-dampaknya.html">ILMU GEMPA BUMI DAN DAMPAK YANG DITIMBULKANNYA</a></span></span></span><br />
<span class="Apple-style-span" style="color: #222222; font-family: Arial, sans-serif;"><span class="Apple-style-span" style="line-height: 21px;"><b><a href="http://sipilfull.blogspot.com/2012/05/ilmu-gempa-bumi-dan-dampaknya.html"><span class="Apple-style-span" style="font-size: x-small;">http://sipilfull.blogspot.com/2012/05/ilmu-gempa-bumi-dan-dampaknya.html</span></a></b></span></span></div>wbshttp://www.blogger.com/profile/07521614307368912779noreply@blogger.com1tag:blogger.com,1999:blog-7426930344304665428.post-27853102572350614782012-05-19T11:52:00.001+08:002012-05-19T11:52:48.473+08:00ILMU GEMPA BUMI DAN DAMPAKNYA<!--[if !mso]>
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<div align="center" class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">ILMU GEMPA BUMI DAN
DAMPAK YANG DITIMBULKANNYA</span></b></div>
<div align="center" class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMpmNDqT71tOP34Se5RY_Ak7KOQaiQy7X9fklCmtFjqfaTHG8Drx5yZUC1S5Wd-lXDxoawN9yZ8vl1BwZYZ-Pqn50GzphIvbK05fgRBKIdjPC6WIvLJImUU1Kb672cLh7ayl_OHPrx3nc/s1600/gempa-bumi.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="131" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMpmNDqT71tOP34Se5RY_Ak7KOQaiQy7X9fklCmtFjqfaTHG8Drx5yZUC1S5Wd-lXDxoawN9yZ8vl1BwZYZ-Pqn50GzphIvbK05fgRBKIdjPC6WIvLJImUU1Kb672cLh7ayl_OHPrx3nc/s200/gempa-bumi.jpg" width="200" /></a></div>
<div align="center" class="MsoNormal" style="background: none repeat scroll 0% 0% white; line-height: 15.75pt; margin-bottom: 0.0001pt; text-align: center;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12pt;"> </span></div>
<div align="center" class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">BAB I</span></b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div align="center" class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">PENDAHULUAN</span></b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">A.</span></b><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Latar Belakang</span></b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 28.75pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Sampai saat ini bumi
merupakan satu-satunya planet yang dapat mendukung kelangsungan hidup seluruh
makhluk, diantara planet-planet anggota tata-surya lainnya. Oleh karenanya
pengetahuan mengenai bumi dianggap sangat vital guna kelangsungan hidup
penghuninya termasuk manusia.</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 28.75pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Di jagat raya ini
masih banyak pengetahuan yang belum kita kuasai, termasuk pengetahuan mengenai
gempa bumi dan cara memprediksinya. Dari hal ini kita dapat mengambil
kesimpulan bahwa ruang lingkup ilmu kita masih sangat kecil bila dibandingkan
dengan luasnya jagat raya. Ini juga merupakan bukti bahwa Allah Maha Besar,
Maha Mengetahui atas segalanya dan kita tidak sepatutnya sombong dengan
pengetahuan kita yang sangat sedikit ini.</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">B.</span></b><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Rumusan Masalah</span></b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">1)</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Apa faktor penyebab
gempa bumi ?</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">2)</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Bagaimana sejarah
gempa bumi yang telah menghancurkan kehidupan manusia ?</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">3)</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Bagaimana dampak yang
ditimbulkan gempa bumi terhadap kehidupan manusia ?</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">C.</span></b><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tujuan</span></b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">1) <span style="mso-tab-count: 1;"> </span>Agar kita mengetahui faktor-faktor penyebab
terjadinya gempa bumi.</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">2) <span style="mso-tab-count: 1;"> </span>Memahami Sejarah gempa bumi.</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">3) <span style="mso-tab-count: 1;"> </span>Mengantisipasi dampak yang ditimbulkan Gempa
Bumi terhadap kehidupan manusia.</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<b><span style="background: white; color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><br clear="all" style="mso-special-character: line-break; page-break-before: always;" />
</span></b>
<div align="center" class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">BAB II</span></b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div align="center" class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">PEMBAHASAN</span></b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">A.</span></b><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Gempa Bumi</span></b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<b><i><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">1.</span></i></b><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><b><i><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Definisi gempa bumi</span></i></b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 34.7pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Gempa bumi adalah
getaran yang terjadi permukaan bumi. Gempa bumi biasa disebabkan oleh
pergerakan kerak bumi (lempeng bumi). Kata gempa bumi juga digunakan untuk
menunjukkan daerah asal terjadinya kejadian gempa bumi tersebut. Bumi kita
walaupun padat, selalu bergerak, dan gempa bumi terjadi apabila tekanan yang
terjadi karena pergerakan itu sudah terlalu besar untuk dapat ditahan.</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 34.7pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Gempa bumi terjadi
setiap hari di bumi, namun kebanyakan kecil dan tidak menyebabkan kerusakan
apa-apa. Gempa bumi kecil juga dapat mengiringi gempa bumi besar, dan dapat
terjadi sesudah, sebelum, atau selepas gempa bumi besar tersebut.</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 34.7pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Gempa bumi diukur
dengan menggunakan alat yang dinamakan Pengukur Richter. Gempa bumi dibagi ke
dalam skala dari satu hingga sembilan berdasarkan ukurannya (skala Richter).
Gempa bumi juga dapat diukur dengan menggunakan ukuran Skala Mercalli.</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<b><i><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">2.</span></i></b><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><b><i><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Seismologi</span></i></b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 34.7pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Seismologi berasal
dari dua kata dalam bahasa Yunani, yaitu<i>seismos</i> yang berarti
getaran atau goncangan dan <i>logos</i> yang berarti risalah atau
ilmu pengetahuan. Orang Yunani menyebut gempa bumi dengan kata-kata <i>seismos
tes ges </i>yang berarti Bumi bergoncang atau bergetar. Dengan demikian,
secara sederhana seismologi dapat diartikan sebagai ilmu yang mempelajari
fenomena getaran pada bumi, atau dengan kata sederhana, ilmu mengenai gempa
bumi. Seismologi merupakan bagian dari ilmu geofisika. Gempa bumi besar yang
terjadi pada tanggal 1 November 1755 di Lisboa, Portugal menghancurkan seluruh
kota dan memicu tsunami besar, dapat dicatat sebagai tonggak awal pemicu
perkembangan seismologi modern. Seismologi tidak hanya mempelajari gempa bumi.
Eksplorasi hidrokarbon (minyak bumi dan gas) juga diawali oleh survey seismik.
Untuk keperluan ini, pemicu getaran dibuat manusia (bukan gempa bumi) dengan
menggunakan semacam dinamit, lalu getaran yang dapat diterima beberapa penerima
(<i>receiver</i>) disusun sedemikian rupa sehingga catatan getaran tersebut
dapat menggambarkan kondisi bawah tanah.</span></div>
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<b><i><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">3.</span></i></b><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><b><i><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Skala Richter</span></i></b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
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<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Skala Richter yang
diusulkan oleh Charles Richter didefinisikan sebagai logaritma (basis 10) dari
amplitudo maksimum, yang diukur dalam satuan mikrometer, dari rekaman gempa
oleh instrumen pengukur gempa (seismometer) Wood-Anderson, pada jarak 100 km
dari pusat gempanya. Sebagai contoh, misalnya kita mempunyai rekaman gempa bumi
(seismogram) dari seismometer yang terpasang sejauh 100 km dari pusat gempanya,
amplitudo maksimumnya sebesar 1 mm, maka kekuatan gempa tersebut adalah log (10
pangkat 3 mikrometer) sama dengan 3,0 skala Richter. Untuk memudahkan orang
dalam menentukan skala Richter ini, tanpa melakukan perhitungan matematis yang
rumit, dibuatlah tabel sederhana seperti gambar di samping ini. Parameter yang
harus diketahui adalah amplitudo maksimum yang terekam oleh seismometer (dalam
milimeter) dan beda waktu tempuh antara gelombang-P dan gelombang-S (dalam
detik) atau jarak antara seismometer dengan pusat gempa (dalam kilometer).
Dalam gambar di samping ini dicontohkan sebuah seismogram mempunyai amplitudo
maksimum sebesar 23 milimeter dan selisih antara gelombang P dan gelombang S adalah
24 detik maka dengan menarik garis dari titik 24 dt di sebelah kiri ke titik 23
mm di sebelah kanan maka garis tersebut akan memotong skala 5,0. Jadi skala
gempa tersebut sebesar 5,0 skala Richter. Skala Richter pada mulanya hanya
dibuat untuk gempa-gempa yang terjadi di daerah Kalifornia Selatan saja. Namun
dalam perkembangannya skala ini banyak diadopsi untuk gempa-gempa yang terjadi
di tempat lainnya. Skala Richter ini hanya cocok dipakai untuk gempa-gempa
dekat dengan magnitudo gempa di bawah 6,0. Di atas magnitudo itu, perhitungan
dengan teknik Richter ini menjadi tidak representatif lagi. Perlu diingat bahwa
perhitungan magnitudo gempa tidak hanya memakai teknik Richter seperti ini.
Kadang-kadang terjadi kesalahpahaman dalam pemberitaan di media tentang
magnitudo gempa ini karena metode yang dipakai kadang tidak disebutkan dalam
pemberitaan di media, sehingga bisa jadi antara instansi yang satu dengan
instansi yang lainnya mengeluarkan besar magnitudo yang tidak sama.</span></div>
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<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Perhitungan matematis skala Richter</span></div>
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<b><i><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">4.</span></i></b><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><b><i><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Magnitudo Gempa</span></i></b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
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<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Magnitudo gempa adalah
parameter gempa yang berhubungan dengan besarnya kekuatan gempa di sumbernya.
Jadi pengukuran magnitudo yang dilakukan di tempat yang berbeda, harus
menghasilkan harga yang sama walaupun gempa yang dirasakan di tempat-tempat
tersebut tentu berbeda. Richter pada tahun 30-an memperkenalkan konsep
magnitudo untuk ukuran kekuatan gempa di sumbernya. Satuan yang dipakai adalah
skala Richter (Richter Scale), yang bersifat logaritmik. Pada umumnya magnitudo
diukur berdasarkan amplitudo dan periode fase gelombang tertentu.</span></div>
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<b><i><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">5.</span></i></b><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><b><i><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Episenter</span></i></b></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6-zft_2KGNEh5ZQGifOAWhkLPveNGgXwoo2PrvFvBhpgbVb-sKNScYDctcIjchbN8kFUptu5IO6sP4DUBAbZeaGp4KXoP5Bgl5jnCd81yjHxagE5fLPQgkYYUBVX6cXJezZyAdDvqOJw/s1600/eq004.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="172" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6-zft_2KGNEh5ZQGifOAWhkLPveNGgXwoo2PrvFvBhpgbVb-sKNScYDctcIjchbN8kFUptu5IO6sP4DUBAbZeaGp4KXoP5Bgl5jnCd81yjHxagE5fLPQgkYYUBVX6cXJezZyAdDvqOJw/s200/eq004.jpg" width="200" /></a></div>
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<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Titik episenter berada persis di atas
pusat gempa</span></div>
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<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Episenter (bahasa
Inggris: <i>Epicenter</i>) adalah titik di permukaan bumi yang berada
tepat di atas atau di bawah kejadian lokal yang mempengaruhi permukaan bumi.
Dia terletak di atas dimana gempa terjadi. Dia berlawanan dengan hiposenter,
lokasi sebenarnya gempa yang terjadi di dalam bumi. Dia terletak tepat di bawah
titik peledakan udara senjata nuklir dan tepat di atas titik peledakan bawah
tanah. Istilah ini juga dapat digunakan untuk bencana lainnya seperti tabrakan
meteor atau dengan benda astronomik lainnya.</span></div>
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<b><i><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">6.</span></i></b><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><b><i><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Seismometer</span></i></b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
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<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Seismometer (bahasa
Yunani: <i>seismos</i>: gempa bumi dan<i>metero</i>: mengukur) adalah alat
atau sensor getaran, yang biasanya dipergunakan untuk mendeteksi gempa bumi
atau getaran pada permukaan tanah. Hasil rekaman dari alat ini disebut
seismogram. Prototip dari alat ini diperkenalkan pertama kali pada tahun 132 SM
oleh matematikawan dari Dinasti Han yang bernama Chang Heng. Dengan alat ini
orang pada masa tersebut bisa menentukan dari arah mana gempa bumi terjadi.
Dengan perkembangan teknologi dewasa ini maka kemampuan seismometer dapat
ditingkatkan, sehingga bisa merekam getaran dalam jangkauan frekuensi yang
cukup lebar. Alat seperti ini disebut seismometer broadband.</span></div>
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<b><i><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">7.</span></i></b><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><b><i><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Seismogram</span></i></b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
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<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Seismogram atau
rekaman gerakan tanah, atau grafik aktifitas gempa bumi sebagai fungsi waktu
yang dihasilkan oleh seismometer. Rekaman ini dapat dipergunakan salah satunya
untuk menentukan magnitudo gempa tersebut. Selain itu dari beberapa seismogram
yang direkam di tempat lain, kita dapat menentukan pusat gempa atau posisi
dimana gempa tersebut terjadi.</span></div>
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<b><i><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">8.</span></i></b><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><b><i><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Cincin Api Pasifik</span></i></b></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqj6k9umr1kYEs3TxH1q42Vx1Bl2j_5dAEnssJyzIYKd5oWzketHJxNyLx51vJUH8LPwINqD0cswpndK2huPyNmE_ffrDDIavI7xTjbykRwVDO2e4RWDG-ELYRVKkOydyEUD8CZ4D0_cg/s1600/796pxpacificringoffire.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="188" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqj6k9umr1kYEs3TxH1q42Vx1Bl2j_5dAEnssJyzIYKd5oWzketHJxNyLx51vJUH8LPwINqD0cswpndK2huPyNmE_ffrDDIavI7xTjbykRwVDO2e4RWDG-ELYRVKkOydyEUD8CZ4D0_cg/s320/796pxpacificringoffire.jpg" width="320" /></a></div>
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<b><i><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><br /></span></i></b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
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<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Cincin Api Pasifik</span></div>
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<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Cincin Api Pasifik
atau Lingkaran Api Pasifik (bahasa Inggris:<i>Ring of Fire</i>) adalah daerah
yang sering mengalami gempa bumi dan letusan gunung berapi yang mengelilingi
cekungan Samudra Pasifik. Daerah ini berbentuk seperti tapal kuda dan mencakup
wilayah sepanjang 40.000 km. Daerah ini juga sering disebut sebagai sabuk gempa
Pasifik.</span></div>
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<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Sekitar 90% dari gempa
bumi yang terjadi dan 81% dari gempa bumi terbesar terjadi di sepanjang Cincin
Api ini. Daerah gempa berikutnya (5–6% dari seluruh gempa dan 17% dari gempa
terbesar) adalah sabuk Alpide yang membentang dari Jawa ke Sumatra, Himalaya,
Mediterania hingga ke Atlantika. Berikutnya adalah Mid-Atlantic Ridge.</span></div>
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<b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">B.</span></b><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tipe Gempa Bumi</span></b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
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<i><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">1.</span></i><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><i><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Gempa bumi tektonik</span></i><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
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<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Gempa bumi tektonik disebabkan oleh
pelepasan tenaga yang terjadi karena pergeseran lempengan plat tektonik seperti
layaknya gelang karet ditarik dan dilepaskan dengan tiba-tiba. Tenaga yang
dihasilkan oleh tekanan antara batuan dikenal sebagai kecacatan tektonik.</span></div>
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<i><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">2.</span></i><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><i><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Gempa bumi gunung
berapi</span></i><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Gempa bumi gunung berapi terjadi
berdekatan dengan gunung berapi dan mempunyai bentuk keretakan memanjang yang
sama dengan gempa bumi tektonik. Gempa bumi gunung berapi disebabkan oleh
pergerakan magma ke atas dalam gunung berapi, di mana geseran pada batu-batuan
menghasilkan gempa bumi. Ketika magma bergerak ke permukaan gunung berapi, ia
bergerak dan memecahkan batu-batuan serta mengakibatkan getaran berkepanjangan
yang dapat bertahan dari beberapa jam hingga beberapa hari. Gempa bumi gunung
berapi terjadi di kawasan yang berdekatan dengan gunung berapi, seperti
Pegunungan Cascade di barat Laut Pasifik, Jepang, Dataran Tinggi Islandia, and
titik merah gunung berapi seperti Hawaii.</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -14.2pt;">
<b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">C.</span></b><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Penyebab Terjadinya
Gempa Bumi</span></b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 34.7pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kebanyakan gempa bumi
disebabkan dari pelepasan energi yang dihasilkan oleh tekanan yang dilakukan
oleh lempengan yang bergerak. Semakin lama tekanan itu kian membesar dan
akhirnya mencapai pada keadaan dimana tekanan tersebut tidak dapat ditahan lagi
oleh pinggiran lempengan. Pada saat itu lah gempa bumi akan terjadi. Gempa bumi
biasanya terjadi di perbatasan lempengan lempengan tersebut. Gempa bumi yang
paling parah biasanya terjadi di perbatasan lempengan kompresional dan
translasional. Gempa bumi fokus dalam kemungkinan besar terjadi karena materi
lapisan litosfer yang terjepit kedalam mengalami transisi fase pada kedalaman
lebih dari 600 km. Beberapa gempa bumi lain juga dapat terjadi karena
pergerakan magma di dalam gunung berapi. Gempa bumi seperti itu dapat menjadi
gejala akan terjadinya letusan gunung berapi. Beberapa gempa bumi (jarang
namun) juga terjadi karena menumpuknya massa air yang sangat besar di balik
dam, seperti Dam Karibia di Zambia, Afrika. Sebagian lagi (jarang juga) juga
dapat terjadi karena injeksi atau ekstraksi cairan dari/ke dalam bumi (contoh.
pada beberapa pembangkit listrik tenaga panas bumi dan di Rocky Mountain
Arsenal. Terakhir, gempa juga dapat terjadi dari peledakan bahan peledak. Hal
ini dapat membuat para ilmuwan memonitor tes rahasia senjata nuklir yang
dilakukan pemerintah. Gempa bumi yang disebabkan oleh manusia seperti ini
dinamakan juga seismisitas terinduksi.</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">D.</span></b><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Persiapan Menghadapi
Gempa Bumi</span></b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<ul type="disc">
<li class="MsoNormal" style="background: white; color: #222222; line-height: 15.75pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Persiapan untuk Keadaan Darurat</span></li>
</ul>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">1.</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menentukan
tempat-tempat berlindung yang aman jika terjadi gempa bumi. Tempat berlindung
yang aman adalah tempat yang dapat melindungi anda dari benda-benda yang jatuh
atau mebel yang ambruk, misalnya di kolong meja</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">2.</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menyediakan air minum
untuk keperluan darurat. Bekas botol air mineral dapat digunakan untuk
menyimpan air minum. Kebutuhan air minum biasanya 2 sampai 3 liter sehari untuk
satu orang</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">3.</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menyiapkan tas ransel
yang berisi (atau dapat diisi) barang-barang yang sangat dibutuhkan di tempat
pengungsian. Barang-barang yang sangat diperlukan dalam keadaan darurat
misalnya:</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">a.</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Lampu senter berikut
baterai cadangannya</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">b.</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Air minum</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">c.</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kotak P3K berisi obat
penghilang rasa sakit, plester, pembalut dan sebagainya</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">d.</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Makanan yang tahan
lama seperti biskuit</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">e.</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Sejumlah uang tunai</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">f.</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Buku tabungan</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">g.</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Korek api</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">h.</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Lilin</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">i.</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Helm</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">j.</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Pakaian dalam</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">k.</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Barang-barang berharga
yang harus dibawa di saat keadaan darurat</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">4.</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Mengencangkan mebel
yang mudah rubuh (seperti lemari pakaian) dengan langit-langit atau dinding
dengan menggunakan logam berbentuk siku atau sekrup agar tidak mudah rubuh di
saat terjadi gempa bumi.</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">5.</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Mencegah kaca jendela
atau kaca lemari pakaian agar tidak pecah berantakan di saat gempa bumi dengan
memilih kaca yang kalau pecah tidak berserakan dan melukai orang (Safety Glass)
atau dengan menempelkan kaca film</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">6.</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Mencari tahu lokasi
tempat evakuasi dan rumah sakit yang terdekat. Jika pemerintah setempat tidak
mempunyai tempat evakuasi, pastikan anda tidak pergi ke tempat yang lebih
rendah atau tempat yang dekat dengan pinggir laut/sungai untuk menghindari
Tsunami. </span></div>
<ul type="disc">
<li class="MsoNormal" style="background: white; color: #222222; line-height: 15.75pt; mso-list: l2 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Ketika Terjadi Gempa Bumi</span></li>
</ul>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">1.</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Matikan api kompor
jika anda sedang memasak. Matikan juga alat-alat elektronik yang dapat
menyebabkan timbulnya api. Jika terjadi kebakaran di dapur, segera padamkan api
dengan menggunakan alat pemadam api. Jika tidak mempunyai pemadam api gunakan
pasir atau karung basah</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">2.</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Membuka pintu dan
mencari jalan keluar dari rumah atau gedung</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">3.</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Cari informasi
mengenai gempa bumi yang terjadi lewat televisi atau radio</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">4.</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Utamakan keselamatan
terlebih dahulu, jika terjadi kerusakan pada tempat Anda berada, segeralah
mengungsi ke tempat pengungsian terdekat</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">5.</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tetap tenang dan tidak
terburu-buru keluar dari rumah atau gedung. Tunggu sampai gempa mereda, dan
sesudah agak tenang, ambil tas ransel berisi barang-barang keperluan darurat
dan keluar dari rumah/gedung menuju ke tanah kosong sambil melindungi kepala
dengan helm atau barang-barang yang dapat digunakan untuk melindungi kepala</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">6.</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Jika anda harus
berjalan di tengah jalan raya, berhati-hatilah terhadap papan reklame yang
jatuh, tiang listrik yang tiba-tiba rubuh, kabel listrik, pecahan kaca, dan
benda-benda yang berjatuhan dari atas gedung</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">7.</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Pastikan tidak ada
anggota keluarga yang tertinggal pada saat pergi ke tempat evakuasi. Jika bisa
ajaklah tetangga dekat Anda untuk pergi bersama-sama</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">8.</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Jika gempa bumi
terjadi pada saat Anda sedang menyetir kendaraan, jangan sekali-kali mengerem
dengan mendadak atau menggunakan rem darurat. Kurangilah kecepatan secara
bertahap dan hentikan kendaraan Anda di bahu jalan. Jangan berhenti di dekat
pompa bensin, di bawah kabel tegangan tinggi, atau di bawah jembatan
penyeberangan.</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><br /></span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">E.</span></b><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Dampak Kerusakan
Akibat Gempa Bumi</span></b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div align="center" class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kerusakan akibat gempa bumi di San
Francisco pada tahun 1906</span></div>
<div align="center" class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Sebagian jalan layang yang runtuh akibat
gempa bumi Loma Prieta pada tahun 1989</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<ul type="disc">
<li class="MsoNormal" style="background: white; color: #222222; line-height: 15.75pt; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">6 Maret 2007 - Gempa bumi tektonik mengguncang
provinsi Sumatera Barat, Indonesia. Laporan terakhir menyatakan 79 orang
tewas</span></li>
<li class="MsoNormal" style="background: white; color: #222222; line-height: 15.75pt; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">27 Mei 2006 - Gempa bumi tektonik kuat yang
mengguncang Daerah Istimewa Yogyakarta dan Jawa Tengah pada 27 Mei 2006
kurang lebih pukul 05.55 WIB selama 57 detik. Gempa bumi tersebut
berkekuatan 5,9 pada skala Richter. United States Geological Survey
melaporkan 6,2 pada skala Richter; lebih dari 6.000 orang tewas, dan lebih
dari 300.000 keluarga kehilangan tempat tinggal.</span></li>
<li class="MsoNormal" style="background: white; color: #222222; line-height: 15.75pt; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">8 Oktober 2005 - Gempa bumi besar berkekuatan 7,6
skala Richter di Asia Selatan, berpusat di Kashmir, Pakistan; lebih dari
1.500 orang tewas.</span></li>
<li class="MsoNormal" style="background: white; color: #222222; line-height: 15.75pt; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">26 Desember 2004 - Gempa bumi dahsyat berkekuatan
9,3 skala Richter mengguncang Aceh dan Sumatera Utara sekaligus
menimbulkan gelombang tsunami di samudera Hindia.</span></li>
<li class="MsoNormal" style="background: white; color: #222222; line-height: 15.75pt; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">26 Desember 2003 - Gempa bumi kuat di Bam, barat
daya Iran berukuran 6.5 pada skala Richter dan menyebabkan lebih dari
41.000 orang tewas.</span></li>
<li class="MsoNormal" style="background: white; color: #222222; line-height: 15.75pt; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">21 Mei 2002 - Di utara Afghanistan, berukuran 5,8
pada skala Richter dan menyebabkan lebih dari 1.000 orang mati.</span></li>
<li class="MsoNormal" style="background: white; color: #222222; line-height: 15.75pt; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">26 Januari 2001 - India, berukuran 7,9 pada skala
Richter dan menewaskan 2.500 ada juga yang mengatakan jumlah korban mencapai
13.000 orang.</span></li>
<li class="MsoNormal" style="background: white; color: #222222; line-height: 15.75pt; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">21 September 1999 - Taiwan, berukuran 7,6 pada
skala Richter, menyebabkan 2.400 korban tewas.</span></li>
<li class="MsoNormal" style="background: white; color: #222222; line-height: 15.75pt; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">17 Agustus 1999 - barat Turki, berukuran 7,4 pada
skala Richter dan merenggut 17.000 nyawa.</span></li>
<li class="MsoNormal" style="background: white; color: #222222; line-height: 15.75pt; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">25 Januari 1999 - Barat Colombia, pada magnitudo
6 dan merenggut 1.171 nyawa.</span></li>
<li class="MsoNormal" style="background: white; color: #222222; line-height: 15.75pt; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">30 Mei 1998 - Di utara Afghanistan dan Tajikistan
dengan ukuran 6,9 pada skala Richter menyebabkan sekitar 5.000 orang
tewas.</span></li>
<li class="MsoNormal" style="background: white; color: #222222; line-height: 15.75pt; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">17 Januari 1995 - Di Kobe, Jepang dengan ukuran
7,2 skala Richter dan merenggut 6.000 nyawa.</span></li>
<li class="MsoNormal" style="background: white; color: #222222; line-height: 15.75pt; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">30 September 1993 - Di Latur, India dengan ukuran
6,0 pada skala Richter dan menewaskan 1.000 orang.</span></li>
<li class="MsoNormal" style="background: white; color: #222222; line-height: 15.75pt; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">21 Juni 1990 - Di barat laut Iran, berukuran 7,3
pada skala Richter, merengut 50.000 nyawa.</span></li>
<li class="MsoNormal" style="background: white; color: #222222; line-height: 15.75pt; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">7 Desember 1988 - Barat laut Armenia, berukuran
6,9 pada skala Richter dan menyebabkan 25.000 kematian.</span></li>
<li class="MsoNormal" style="background: white; color: #222222; line-height: 15.75pt; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">19 September 1985 - Di Mexico Tengah dan
berukuran 8,1 pada Skala Richter, meragut lebih dari 9.500 nyawa.</span></li>
<li class="MsoNormal" style="background: white; color: #222222; line-height: 15.75pt; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">16 September 1978 - Di timur laut Iran, berukuran
7,7 pada skala Richter dan menyebabkan 25.000 kematian.</span></li>
<li class="MsoNormal" style="background: white; color: #222222; line-height: 15.75pt; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">28 Juli 1976 - Tangshan, China, berukuran 7,8
pada skala Richter dan menyebabkan 240.000 orang terbunuh.</span></li>
<li class="MsoNormal" style="background: white; color: #222222; line-height: 15.75pt; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">4 Februari 1976 - Di Guatemala, berukuran 7,5
pada skala Richter dan menyebabkan 22.778 terbunuh.</span></li>
<li class="MsoNormal" style="background: white; color: #222222; line-height: 15.75pt; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">29 Februari 1960 - Di barat daya pesisir pantai
Atlantik di Maghribi pada ukuran 5,7 skala Richter, menyebabkan kira-kira
12.000 kematian dan memusnahkan seluruh kota Agadir.</span></li>
<li class="MsoNormal" style="background: white; color: #222222; line-height: 15.75pt; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">26 Desember 1939 - Wilayah Erzincan, Turki pada
ukuran 7,9, dan menyebabkan 33.000 orang tewas.</span></li>
<li class="MsoNormal" style="background: white; color: #222222; line-height: 15.75pt; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">24 Januari 1939 - Di Chillan, Chile dengan ukuran
8,3 pada skala Richter, 28.000 kematian.</span></li>
<li class="MsoNormal" style="background: white; color: #222222; line-height: 15.75pt; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">31 Mei 1935 - Di Quetta, India pada ukuran 7,5
skala Richter dan menewaskan 50.000 orang.</span></li>
<li class="MsoNormal" style="background: white; color: #222222; line-height: 15.75pt; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">1 September 1923 - Di Yokohama, Jepang pada
ukuran 8,3 skala Richter dan merenggut sedikitnya 140.000 nyawa.</span></li>
</ul>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div align="center" class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">BAB III</span></b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div align="center" class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">PENUTUP</span></b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">A.</span></b><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kesimpulan</span></b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 34.7pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Dari uraian makalah di
atas dapat disimpulkan beberapa hal sebagai berikut :</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -20.25pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">1.</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Gempa bumi adalah
getaran yang terjadi permukaan bumi. Gempa bumi biasa disebabkan oleh
pergerakan kerak bumi (lempeng bumi).</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -20.25pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">2.</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tipe gempa bumi adalah
gempa tektonik dan gempa vulkanik.</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -20.25pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">3.</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Gempa bumi disebabkan
oleh pelepasan energi yang dihasilkan oleh tekanan yang dilakukan oleh
lempengan yang bergerak. Semakin lama tekanan itu kian membesar dan akhirnya
mencapai pada keadaan dimana tekanan tersebut tidak dapat ditahan lagi oleh
pinggiran lempengan. Pada saat itu lah gempa bumi akan terjadi.</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">B.</span></b><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Saran</span></b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 34.7pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Untuk mengantisipasi
gempa bumi yang sampai saat ini belum bisa diprediksikan kapan dan dimana akan
terjadi maka dapat dilakukan beberapa langkah sebagai berikut :</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -20.25pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">1.</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menentukan
tempat-tempat berlindung yang aman jika terjadi gempa bumi.</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -20.25pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">2.</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menyediakan air minum
untuk keperluan darurat.</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -20.25pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">3.</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menyiapkan tas ransel
yang berisi (atau dapat diisi) barang-barang yang sangat dibutuhkan di tempat
pengungsian.</span></div>
<div align="center" class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span></b></div>
<div align="center" class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">DAFTAR PUSTAKA</span></b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: Symbol; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">·</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Waluyo, Joko.
2007. <b><i>Geografi</i></b>. Jakarta : Graha Pustaka.</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: Symbol; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">·</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">http://wikipedia.com/gempa_bumi.
Diakses 22 Pebruari 2008.</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: Symbol; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">·</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">http://earth_quake/penyebab_gempa.
Diakses 22 Pebruari 2008.</span></div>
<div class="MsoNormal" style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
<span style="color: #222222; font-family: Symbol; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">·</span><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">http://ensiklopedi_indonesia/gempa_terbesar_dalam_sejarah.
Diakses 22 Pebruari 2008.</span></div>
<div class="MsoNormal">
<br /></div>wbshttp://www.blogger.com/profile/07521614307368912779noreply@blogger.com0tag:blogger.com,1999:blog-7426930344304665428.post-32655396665251527612012-03-03T18:20:00.001+08:002012-03-03T18:37:16.407+08:00Struktur Bagian Kayu<div class="MsoNormal" style="text-align: center;"><span lang="EN-US"><b>Struktur Kayu Di Indonesia</b></span><br />
<b><br />
</b></div><div class="MsoNormal" style="text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><span style="margin-left: 1em; margin-right: 1em;"> <img height="227" src="http://semarengineer.files.wordpress.com/2012/02/kayu.jpg" width="320" /></span></div><span lang="EN-US"></span><br />
<br />
</div><div class="MsoNormal" style="text-align: justify;"><span lang="EN-US">Perlu diketahui bahwa Indonesia memiliki sumber potensi hutan yang tidak sedikit.Ada sekitar 4.000 jenis kayu Indonesia, dari jumlah tersebut hanya sebagian kecil saja yang diketahui sifat dan kegunaannya. Jumlah ini pun masih juga belum memenuhi sasaran tujuan pemakaian. Sebagian masyarakat masih cenderung menggunakan jenis kayu tertentu. Misalnya, di Pulau Jawa orang lebih menyukai kayu jati dari pada kayu lainnya. Demikian pula orang-orang di Kalimantan lebih mantap memakai kayu ulin dan sebagainya. Akibatnya, jenis lainnya yang justru memiliki potensi besar tidak mendapatkan tepat di hati masyarakat pemakaian kayu. Persoalannya ini perlu dipecahkan, agar semua jenis kayu yang telah diketahui sifat-siafatnya dapat dimanfaatkan secara menyeluruh dan terpadu sesuai tujuan dan penggunaannya terutama pada konstruksi bangunan.</span></div><div class="MsoNormal" style="text-align: justify; text-indent: 36.0pt;"><span lang="EN-US">Kayu sebagai bahan konstruksi sudah sejak dulu dikenal orang. Dahulu menggunakan kayu sebagai bahan konstruksi hanya didasarkan pada pengalaman dan institusi. Berkat kemajuan ilmu pengetahuan, terutama dibidang matematik, mekanik teknik dan juga ditemukan alat – alat penyambung modern, maka dapat dibuat konstruksi yang berat.</span></div><div class="MsoNormal" style="text-align: justify;"><span lang="EN-US"> Kayu sebagai hasil utama hutan akan tetap terjaga keberadaannya selama hutan dikelola secara lestari dan berkesinambungan. Bila dibandingkan dengan material struktur lain, material kayu mempunyai berat jenis yang ringan dan proses pengerjaannya dapat dilakukan dengan peralatan yang sederhana dan ringan. Sebagai bahan dari alam kayu dapat terurai secara sempurna sehingga tidak ada istilah limbah pada konstruksi kayu (<i style="mso-bidi-font-style: normal;">environmental friendl</i></span></div><div class="MsoNormal" style="text-align: justify;"><span lang="EN-US">Hutan dan kayu merupakan rahmat pemberiaan Tuhan Yang Maha Esa yang perlu dimanfaatkan sepenuhnya untuk kesejahteraan manusia dimuka bumi, dengan memeliharaan agar dalam siklus ekositem tidak mengalami pengundulan atau punah.</span></div><div class="MsoNormal" style="margin-left: -9.0pt; text-align: justify;"><br />
</div><div align="center" class="MsoNormal" style="text-align: center; text-indent: -9.35pt;"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US"><o:p>....................................................................... </o:p></span></b></div><div class="MsoNormal" style="text-align: justify;"><span lang="EN-US">Kayu sebagai hasil hutan sekaligus hasil sumber kekayaan alam, merupakan bahan mentah yang mudah diproses untuk dijadikan barang sesuai dengan kemajuan teknologi. Kayu memiliki beberapa sifat yang istimewa, karena tidak dapat ditiru oleh bahan-bahan lainnya.</span></div><div class="MsoNormal" style="text-align: justify;"><span lang="EN-US">Kayu dapat didefinisikan sebagai sesuatu bahan, yang diperoleh dari hasil pemungutan pohon-pohon di hutan, sebagai bagian dari satu pohon. Dalam hal ini pengeloaannya lebih lanjut, perlu perhitungan secara cermat bagian-bagian kayu manakah yang lebih banyak dimanfaatkan untuk tujuan tertentu. Ditilik dari tujuan penggunaanya, kayu dapat dibedakan atas kayu pertukangan, kayu industri dan kayu bakar. </span></div><div class="MsoNormal" style="text-align: justify;"><span lang="EN-US"> </span></div><div class="MsoNormal" style="text-align: justify; text-indent: -18.0pt;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="EN-US"> </span></i><span lang="EN-US">2.1.Bagian –bagian Pohon Kayu.<o:p></o:p></span></b></div><div class="MsoNormal" style="margin-left: 18.0pt; text-align: justify;"><span lang="EN-US">Pohon sebagi satu kesatuan memiliki bagian-bagian yang penting. Bagian –bagian penting tersebut adalah akar, batang, cabang, ranting dan daun</span></div><div class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US"> a. Akar.<o:p></o:p></span></b></div><div class="MsoNormal" style="margin-left: 18.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="EN-US"> Secara umum tereletak pada bagian bawah batang, yang berhubungan dengan tanah. </span><span lang="SV">Ada dua sistem perakaran yaitu akar serabut dan akar tunggang. Akar berfungsi untuk menegakkan tanaman pada tempat tumbuhnya, menyalurkan atau mengisap air, Zat hara dan garam, serta mineral-mineral dari dalam tanah (misal fosfor, kalsium,kalium asam kersik dll), untuk disalurkan ke daun dan diproses lebih lanjut. Selain, itu akar juga berfungsi untuk bernafas dan tempat penyimpan bahan makanan cadangan.<o:p></o:p></span></div><div class="MsoNormal" style="margin-left: 18.0pt; text-align: justify; text-indent: -18.0pt;"><br />
</div><div class="MsoNormal" style="text-align: justify; text-indent: 198.0pt;"><b style="mso-bidi-font-weight: normal;"><span lang="SV"> b.Batang Kayu.<o:p></o:p></span></b></div><div class="MsoNormal" style="margin-left: 216.0pt; text-align: justify;"><span style="height: 228px; left: 0px; margin-left: 29px; margin-top: 4px; position: absolute; width: 216px; z-index: -1;"><img height="228" src="file:///C:/Users/Asus/AppData/Local/Temp/msohtmlclip1/01/clip_image002.jpg" v:shapes="_x0000_s1027" width="216" /></span><span lang="SV">Secara umum batang kayu adalah bagian pohon dimulai dari pangkal akar sampai ke bagian bebas cabang. Menurut botani, batang termasuk pula cabang dan ranting. Batang berfungsi sebagi tempat tumbuhnya cabang, ranting, tunas dan daun. Selain itu , batang juga berfungsi sebagai alat lalu lintas bahan makanan dari akar ke daun melalui kulit dalam, dan ada kalanya sebagai tempat penyimpan bahan makanan cadangan.<o:p></o:p></span></div><div class="MsoNormal" style="margin-left: 216.0pt; text-align: justify;"><span lang="SV">Berikut ini dipaparkan secara singkat bagian-baigan batang dan kegunaannya .<o:p></o:p></span></div><div class="MsoNormal" style="margin-left: 225.0pt; text-align: justify; text-indent: -225.0pt;"><span style="height: 42px; left: 0px; margin-left: 23px; margin-top: 4px; position: absolute; width: 186px; z-index: -2;"> </span></div><table cellpadding="0" cellspacing="0"><tbody>
<tr> <td bgcolor="white" height="42" style="background: white; border: .75pt solid white; vertical-align: top;" width="186"><span style="left: 0pt; position: absolute; z-index: -2;"> </span><br />
<span style="left: 0pt; position: absolute; z-index: -2;"><table cellpadding="0" cellspacing="0"><tbody>
<tr> <td><div class="shape" style="padding: 4.35pt 7.95pt 4.35pt 7.95pt;" v:shape="_x0000_s1026"><div class="MsoNormal"><span lang="EN-US">Gambar 1 Batang Kayu</span></div></div></td> </tr>
</tbody></table></span> </td> </tr>
</tbody></table><span lang="SV"> a).Bagian pangkal, umumnya tak bermata kayu dan dapat dijadikan kayu pertukangan yang baik.<o:p></o:p></span><br />
<div class="MsoNormal" style="margin-left: 9.0pt; text-align: justify; text-indent: -81.0pt;"><span lang="SV"> b).Bagian tengah dan ujung memiliki mata kayu. Bagian ini umumnya digunakan untuk industri kayu (pabrik kertas, papan buatan, dll).<o:p></o:p></span></div><div class="MsoNormal" style="margin-left: 18.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="SV">c).Bagian percabangan yang dikhususkan untuk industri kayu.<o:p></o:p></span></div><div class="MsoNormal" style="margin-left: 9.0pt; text-align: justify;"><span lang="SV">Bagian cabang dan ranting yang dapat dimanfaatkan untuk kayu bakar.<o:p></o:p></span></div><div class="MsoNormal" style="text-align: justify;"><span lang="SV">d).Cabang, ranting, dan daun<o:p></o:p></span></div><div class="MsoNormal" style="margin-left: 9.0pt; text-align: justify; text-indent: -27.0pt;"><span lang="SV"> Ketiga bagian ini terdapat pada bagian atas batang utama , dan berbeda-beda untuk masing-masing jenis kayu. Ketiga bagian tidak dibahas secara lengkap dalam buku ini.<o:p></o:p></span></div>wbshttp://www.blogger.com/profile/07521614307368912779noreply@blogger.com0tag:blogger.com,1999:blog-7426930344304665428.post-14666422715467682622012-02-11T19:57:00.000+08:002012-02-11T19:57:23.558+08:00Mesin Penekuk dan SolderAlat Sipil Berikut adalah Mesin Penekuk dan Solder ,masih dalam fungsi umum yang sama yakni pembuatan plat talang instalasi air baca juga <a href="http://sipilfull.blogspot.com/2012/02/mesin-press-mesin-pemotong.html">(Mesin Press dan Mesin Pemotong)</a> fungsi dan cara kerjanya :<br />
<br />
<img alt="" height="194" 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" width="200" /> <br />
MESIN PENEKUK<br />
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Fungsi :<br />
Sebagai alat penekuk sebuah pelat sesuai ukuran yang ditentukan.<br />
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Cara kerja :<br />
Masukkan pelat dalam mesin sesuai ukuran yang di kehendaki, kemudian kencangkan pengencang lalu putar pemutar hingga pelat menjadi tertekuk kurang lebih 90o.<br />
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<img alt="" height="194" 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" width="200" /> <br />
SOLDER<br />
<br />
Fungsi :<br />
Sebaigai alat pemanas timah pada benda yang hendak disambung atau direkatkan.<br />
<br />
Cara kerja :<br />
Panaskan solder kemudian tekankan solder panas pada timah diatas benda yang hendak kita sambung atau rekatkanwbshttp://www.blogger.com/profile/07521614307368912779noreply@blogger.com0tag:blogger.com,1999:blog-7426930344304665428.post-27268966533342248402012-02-11T19:49:00.002+08:002012-02-11T19:49:22.848+08:00MESIN PRESS, MESIN PEMOTONGAlat Sipil Berikut adalah Palu dan Obeng ,masih dalam fungsi umum yang sama yakni pembuatan plat talang instalasi air baca juga <a href="http://sipilfull.blogspot.com/2012/02/penahan-besi-kasak-pembersih.html">(Penahan Besi dan Kasak Pembersih)</a> fungsi dan cara kerjanya :<br />
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<img alt="" height="190" 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" width="200" /> <br />
MESIN PRESS/PEMBENTUK TABUNG<br />
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Fungsi : <br />
Sebagai alat untuk meratakan pelat tipis atau pembentuk tabung.<br />
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Cara kerja :<br />
Ukur sesuai kebutuhan kemudian masukkan pelat ke mesin press. Putar alat pengencang, kemudian kerjakan pengepresan sampai terbentuklah bentuk yang di inginkan.<br />
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<img alt="" height="194" 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" width="200" /><br />
MESIN PEMOTONG<br />
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Fungsi :<br />
Sebagai alat pemotong suatu pelat dengan ukuran yang ditentukan, biasanya ukuran yg lebih lebar.<br />
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Cara kerja :<br />
Masukkan pelat yang telah diukur pada mesin, kencangkan sesuai ukuran, Lalu injak alat pemotong sampai pelat terputuswbshttp://www.blogger.com/profile/07521614307368912779noreply@blogger.com3tag:blogger.com,1999:blog-7426930344304665428.post-71602999957326563332012-02-11T19:44:00.000+08:002012-02-11T19:44:09.330+08:00PENAHAN BESI, KASAK PEMBERSIHAlat Sipil Berikut adalah Penahan Besi dan Kakas Pembersih ,masih dalam fungsi umum yang sama yakni pembuatan plat talang instalasi air baca juga <a href="http://sipilfull.blogspot.com/2012/02/alat-bantu-bangunan-palu-obeng.html">(Alat Sipil Palu dan Obeng)</a> fungsi dan cara kerjanya :<br />
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<img alt="" height="194" 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" width="200" /><br />
PENAHAN BESI<br />
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Fungsi : <br />
Sebagai alat penahan suatu benda.<br />
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Cara kerja :<br />
Jadikan benda tersebut sesuai fungsinya.<br />
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<img alt="" height="194" 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" width="200" /><br />
KASAK PEMBERSIH<br />
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Fungsi :<br />
Sebagai pembersih karat atau timah yang menempel pada solder, bisa juga digunakan untuk membersihkan karat pada besi atau pelat.<br />
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Cara kerja :<br />
Kasak pada bagian yang karatan atau perlu dibersihkan.wbshttp://www.blogger.com/profile/07521614307368912779noreply@blogger.com0tag:blogger.com,1999:blog-7426930344304665428.post-167053482275954722012-02-11T19:26:00.000+08:002012-02-11T19:26:53.436+08:00Alat PENGGARIS BUSUR, SIKUAlat Sipil Berikut adalah Penggaris Busur dan Penggaris Siku ,masih dalam fungsi umum yang sama yakni pembuatan plat talang instalasi air baca juga <a href="http://sipilfull.blogspot.com/2012/02/penitikpelubang-pelat-paku-keling.html">(Penitik Pelat,Paku Keling,Pen)</a>fungsi dan cara kerjanya :<br />
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<img alt="" height="194" 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" width="200" /><br />
PENGGARIS BUSUR<br />
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Fungsi :<br />
Sebagai alat ukur benda yang berbentuk bulat.<br />
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Cara kerja :<br />
Ukur benda sesuai yang di kehendaki.<br />
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<img alt="" height="194" 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" width="200" /><br />
PENGGARIS SIKU<br />
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Fungsi :<br />
Sebagai alat ukur benda yang mempunyai sudut.<br />
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Cara kerja :<br />
Ukur benda sesuai yang di kehendaki.wbshttp://www.blogger.com/profile/07521614307368912779noreply@blogger.com0tag:blogger.com,1999:blog-7426930344304665428.post-78254473153556116122012-02-11T12:07:00.002+08:002012-02-11T19:35:53.560+08:00Alat Sipil RIVET dan JANGKAAlat Sipil Berikut adalah Rivet dan Jangka ,masih dalam fungsi umum yang sama yakni pembuatan plat talang instalasi air baca juga<a href="http://sipilfull.blogspot.com/2012/02/alat-bangunan-tang-pemotong-tang.html"> (Tang Pemotong dan Tang Penjepit) </a>fungsi dan cara kerjanya :<br />
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<img alt="" height="194" 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" width="200" /> <br />
RIVET<br />
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Fungsi :<br />
Untuk memasang paku keling pada komponen yang hendak kita sambung.<br />
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Cara kerja :<br />
Masukkan paku keling pada ujung rivet (tempat paku keling) kemudian tembakkan pada komponen yang hendak kita sambung dengan cara menekan gagang perlahan sampai kaki paku keling putus.<br />
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<img alt="" height="194" 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" width="200" /><br />
JANGKA<br />
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Fungsi :<br />
Sebagai alat untuk menggambar sebuah bentuk dengan sudut-sudut seperti lingkaran yang di perlukan pada sebuah pelat tipis. <br />
<br />
Cara kerja :<br />
Ukur panjang jari-jari yang akan digunakan, tekan satu ujung jangka ke atas pelat tipis, putar sesuai dengan kebutuhan.wbshttp://www.blogger.com/profile/07521614307368912779noreply@blogger.com1tag:blogger.com,1999:blog-7426930344304665428.post-69274223984325085692012-02-10T16:56:00.001+08:002012-02-11T19:30:37.119+08:00Alat Sipil PALU, OBENGAlat Sipil Berikut adalah Palu dan Obeng ,masih dalam fungsi umum yang sama yakni pembuatan plat talang instalasi air baca juga <a href="http://sipilfull.blogspot.com/2012/02/alat-penggaris-busur-siku.html">(Alat Penggaria Busur dan Penggaris Siku)</a>fungsi dan cara kerjanya :<br />
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<img alt="" height="194" 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" width="200" /><br />
PALU<br />
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Fungsi :<br />
Sebagai alat pemukul benda-benda keras.<br />
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Cara kerja : <br />
Pukulkan palu ke objek yang di tuju sesuai kebutuhan<br />
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<img alt="" height="193" 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" width="200" /><br />
OBENG<br />
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Fungsi :<br />
Sebagai alat pengencang baut-baut dan bisa sebagai alat penekan pelat.<br />
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Cara kerja :<br />
Pegang obeng lalu putar sampai baut tersebut menjadi kencang.wbshttp://www.blogger.com/profile/07521614307368912779noreply@blogger.com0tag:blogger.com,1999:blog-7426930344304665428.post-23162809445076400652012-02-10T16:33:00.003+08:002012-02-11T18:59:43.243+08:00GUNTING BELOK KANAN DAN BELOK KIRIAlat Sipil Berikut adalah Gunting Belok Kiri berwarna merah dan Gunting Belok Kanan nerwarna hijau ,masih dalam fungsi umum yang sama yakni pembuatan plat talang instalasi air baca juga alat lain (<a href="http://sipilfull.blogspot.com/2012/02/alat-bangunan-tang-pemotong-tang.html">TANG PEMOTONG, TANG PENJEPIT</a>)fungsi dan cara kerjanya :<br />
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<img alt="" height="200" 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" width="200" /> <br />
GUNTING BELOK KANAN<br />
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Fungsi :<br />
Sebagai alat pemotong pelat dengan arah ke kanan.<br />
Cara kerja :<br />
Masukkan gunting ke sebuah pelat yang akan dipotong lalu tekan gunting sampai pelat yang di inginkan menjadi putus dengan arah ke kanan.<br />
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<img alt="" height="188" 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" width="200" /><br />
<br />
GUNTING BELOK KIRI<br />
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Fungsi :<br />
Sebagai alat pemotong pelat dengan arah ke kiri.<br />
Cara kerja :<br />
Masukkan gunting ke sebuah pelat yang akan dipotong lalu tekan gunting sampai pelat yang di inginkan menjadi putus dengan arah ke kiri.wbshttp://www.blogger.com/profile/07521614307368912779noreply@blogger.com0tag:blogger.com,1999:blog-7426930344304665428.post-35669844426801717362012-02-10T16:16:00.001+08:002012-02-11T18:42:34.948+08:00TANG PEMOTONG, TANG PENJEPITAlat Sipil Berikut adalah tang pemotong yang mungkin pada umumnya sering dipakai untuk orang orang teknik mesin dan tang penjepit,masih dalam fungsi umum yang sama yakni pembuatan plat talang instalasi air baca fungsi dan cara kerjanya :<br />
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<img alt="" height="197" 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" width="200" /><br />
TANG PEMOTONG<br />
Fungsi :<br />
Sebagai alat pemotong dan penjepit.<br />
Cara kerja :<br />
Masukkan pelat pada sela tang lalu potong atau jepit dengan tekanan.<br />
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<img alt="" height="186" 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" width="200" /><br />
TANG PENJEPIT<br />
Fungsi :<br />
Sebagai alat untuk menjepit pelat, untuk dijadikan sebagai pegangan atau penopang.<br />
Cara kerja :<br />
Masukkan pelat pada sela tang lalu tekan sampai erat.wbshttp://www.blogger.com/profile/07521614307368912779noreply@blogger.com1tag:blogger.com,1999:blog-7426930344304665428.post-21231519754215809002012-02-10T16:05:00.002+08:002012-02-11T19:17:59.957+08:00PENITIK PELAT ,PAKU KELING, PEN Alat Sipil Berikut ini adalah penitik atau pelubang plat, paku keling dan penggores atau pen pada umumnya dignakan untuk pekerjaan pembuatan talang air, baca juga () fungsi dan cara kerjanya :<br />
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<img alt="" height="189" 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" width="200" /><br />
PENGGORES/PEN<br />
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Fungsi :<br />
Sebagai alat untuk membuat tanda/pembuat garis yang fungsinya sama dengan pensil atau bolpoin pada pelat.<br />
Cara kerja :<br />
Goreskan alat pada pelat sampai kelihatan tanda goresan.<br />
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<img alt="" height="194" 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" width="200" /><br />
ALAT PENITIK/PELUBANG PELAT<br />
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Fungsi :<br />
Sebagai alat untuk memper erat sambungan ataupun pelubang pelat tipis.<br />
Cara kerja :<br />
Arahkan penitik ke benda tujuan lalu beri pukulan ringan pada benda sampai pelat menyatu seperti yang di inginkan.<br />
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<img alt="" height="194" 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" width="200" /><br />
PAKU KELING<br />
<br />
Fungsi :<br />
Sebagai penguat sambungan plat.<br />
Cara kerja :<br />
Masukkan paku keling ke dalam lubang sambungan lalu potong sisa patri yang lebih dengan corvet. Sebagai alat pukul benda- benda lunak.wbshttp://www.blogger.com/profile/07521614307368912779noreply@blogger.com0