<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-3807196394156460596</id><updated>2012-02-28T00:38:19.780-08:00</updated><title type='text'>IATMI SM - Trisakti</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://iatmismtrisakti.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3807196394156460596/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://iatmismtrisakti.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>IATMI SM - TRISAKTI</name><uri>http://www.blogger.com/profile/03766610541686496360</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/-dnWLJ-UabDc/TrVImXwa8FI/AAAAAAAAAEc/zmhY9HMlpUc/s220/IATMI%2BTRISAKTI.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>4</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3807196394156460596.post-4141209348327647010</id><published>2012-02-22T20:09:00.001-08:00</published><updated>2012-02-22T20:09:13.897-08:00</updated><title type='text'></title><content type='html'>&lt;div align="center" class="MsoNormal" style="line-height: 150%; text-align: center; text-indent: 36.0pt;"&gt;&lt;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"&gt;  &lt;v:stroke joinstyle="miter"&gt;  &lt;v:formulas&gt;   &lt;v:f eqn="if lineDrawn pixelLineWidth 0"&gt;   &lt;v:f eqn="sum @0 1 0"&gt;   &lt;v:f eqn="sum 0 0 @1"&gt;   &lt;v:f eqn="prod @2 1 2"&gt;   &lt;v:f eqn="prod @3 21600 pixelWidth"&gt;   &lt;v:f eqn="prod @3 21600 pixelHeight"&gt;   &lt;v:f eqn="sum @0 0 1"&gt;   &lt;v:f eqn="prod @6 1 2"&gt;   &lt;v:f eqn="prod @7 21600 pixelWidth"&gt;   &lt;v:f eqn="sum @8 21600 0"&gt;   &lt;v:f eqn="prod @7 21600 pixelHeight"&gt;   &lt;v:f eqn="sum @10 21600 0"&gt;  &lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:formulas&gt;  &lt;v:path gradientshapeok="t" o:connecttype="rect" o:extrusionok="f"&gt;  &lt;o:lock aspectratio="t" v:ext="edit"&gt; &lt;/o:lock&gt;&lt;/v:path&gt;&lt;/v:stroke&gt;&lt;/v:shapetype&gt;&lt;v:shape alt="FIX A4.jpg" id="Picture_x0020_6" o:spid="_x0000_s2051" style="height: 261.1pt; left: 0; margin-left: -27pt; margin-top: -30.85pt; mso-position-horizontal-relative: margin; mso-position-horizontal: absolute; mso-position-vertical-relative: margin; mso-position-vertical: absolute; mso-wrap-distance-bottom: 0; mso-wrap-distance-left: 9pt; mso-wrap-distance-right: 9pt; mso-wrap-distance-top: 0; mso-wrap-style: square; position: absolute; text-align: left; visibility: visible; width: 184.5pt; z-index: 2;" type="#_x0000_t75"&gt;  &lt;v:imagedata o:title="FIX A4" src="file:///C:\Users\Admin\AppData\Local\Temp\msohtmlclip1\01\clip_image001.jpg"&gt;  &lt;w:wrap anchorx="margin" anchory="margin" type="square"&gt; &lt;/w:wrap&gt;&lt;/v:imagedata&gt;&lt;/v:shape&gt;&lt;b&gt;&lt;span lang="EN-US" style="font-family: 'Nightclub BTN', sans-serif; font-size: 18pt; line-height: 150%;"&gt;GUEST LECTURE&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style="font-family: 'Nightclub BTN', sans-serif; font-size: 18pt; line-height: 150%;"&gt;:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 150%; text-align: center; text-indent: 36.0pt;"&gt;&lt;b&gt;&lt;span lang="EN-US" style="font-family: 'Nightclub BTN', sans-serif; font-size: 18pt; line-height: 150%;"&gt;MEASUREMENT WHILE DRILLING&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt; text-justify: inter-ideograph;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt; text-justify: inter-ideograph;"&gt;&lt;span lang="EN-US" style="font-family: 'Comic Sans MS'; font-size: 14pt; line-height: 150%;"&gt;&amp;nbsp;Periode 2011-2012 mengadakan Guest Lecture. Guest Lecture ini bertemakan “Meansurement While Drilling” yang dihadiri oleh Mahasiswa&amp;nbsp; Trisakti. Acara ini berlangsung di Fakultas Teknik Perminyakan, Universitas Trisakti dengan pembicara Bapak Putra Adhiguna (Halliburton Sperry Drilling, Field Service Quality Coordinator). Acara dimulai dengan kata sambutan dari ketua acara Tsys Muhammad Anwas yang kemudian dilanjutkan dengan penyampaian materi. Materi yang dibicarakan kali ini adalah apa itu MWD dan teknologi terbaru dari MWD itu sendiri. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt; text-justify: inter-ideograph;"&gt;&lt;v:shape alt="IMG_4380.JPG" id="Picture_x0020_0" o:spid="_x0000_s2050" style="height: 174pt; left: 0; margin-left: 263.25pt; margin-top: 552.65pt; mso-position-horizontal-relative: margin; mso-position-horizontal: absolute; mso-position-vertical-relative: margin; mso-position-vertical: absolute; mso-wrap-distance-bottom: 0; mso-wrap-distance-left: 9pt; mso-wrap-distance-right: 9pt; mso-wrap-distance-top: 0; mso-wrap-style: square; position: absolute; text-align: left; visibility: visible; width: 261pt; z-index: 1;" type="#_x0000_t75"&gt;  &lt;v:imagedata o:title="IMG_4380" src="file:///C:\Users\Admin\AppData\Local\Temp\msohtmlclip1\01\clip_image002.jpg"&gt;  &lt;w:wrap anchorx="margin" anchory="margin" type="square"&gt; &lt;/w:wrap&gt;&lt;/v:imagedata&gt;&lt;/v:shape&gt;&lt;span lang="EN-US" style="font-family: 'Comic Sans MS'; font-size: 14pt; line-height: 150%;"&gt;MWD (Meansurement While Drilling) yaitu teknik pengukuran dimana pada saat pengeboran juga dilakukan pengukuran secara elektrik, jadi pada pipa bor dipasang alat ukur. Seiring dengan perkembangan teknologi, MWD di-extend (dikembangkan) dengan LWD (Logging While Drilling) menjadi satu kesatuan. Dimana MWD berfungsi sebagai recorder dari lithology (jenis lapisan) yang sedang dibor dan LWD sebagai penerima sinyal denyut berupa elektron pada lumpur bor sebagai media yang kemudian diterjemahkan dalam bentuk log di permukaan. Data yang didapat dari pengukuran ini adalah data real time karena selisih waktu antara pembacaan alat dengan proses penetrasi mata bor sangatlah kecil dibandingkan wireline logging yang hanya baru bisa dilakukan setelah proses pemasangan casing selesai. Informasi kedalaman alat ini adalah berdasarkan panjang pipa bor. Keuntungan dari alat ini yaitu dalam melakukan pengukuran properti suatu reservoir sebelum fluida bor menginvasi reservoir lebih dalam lagi &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-xGssZU1K_4E/T0WqQD8YtdI/AAAAAAAAAKQ/BmG8fAs5Qy8/s1600/GL+BANNER+FIX!!!.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://2.bp.blogspot.com/-xGssZU1K_4E/T0WqQD8YtdI/AAAAAAAAAKQ/BmG8fAs5Qy8/s200/GL+BANNER+FIX!!!.jpg" width="100" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-5XUIitYSlq0/T0Wqs-1RKPI/AAAAAAAAAKY/H20G7wSuca8/s1600/IMG_4361.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="213" src="http://4.bp.blogspot.com/-5XUIitYSlq0/T0Wqs-1RKPI/AAAAAAAAAKY/H20G7wSuca8/s320/IMG_4361.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-BWmRTPrKlxc/T0WrBcVV6JI/AAAAAAAAAKg/Elm5zRRyYlo/s1600/IMG_4325.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="213" src="http://2.bp.blogspot.com/-BWmRTPrKlxc/T0WrBcVV6JI/AAAAAAAAAKg/Elm5zRRyYlo/s320/IMG_4325.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-YHqLA5g74Kc/T0Wr8Ma5qxI/AAAAAAAAAKo/8N-cMsC8Xvo/s1600/IMG_4433.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="76" src="http://4.bp.blogspot.com/-YHqLA5g74Kc/T0Wr8Ma5qxI/AAAAAAAAAKo/8N-cMsC8Xvo/s320/IMG_4433.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-nSUScu3z24k/T0WsWsM2RTI/AAAAAAAAAKw/kmVblkeUfko/s1600/IMG_4420.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="254" src="http://3.bp.blogspot.com/-nSUScu3z24k/T0WsWsM2RTI/AAAAAAAAAKw/kmVblkeUfko/s320/IMG_4420.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt; text-justify: inter-ideograph;"&gt;&lt;span lang="EN-US" style="font-family: 'Comic Sans MS'; font-size: 14pt; line-height: 150%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" 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lang="EN-US"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;v:shape alt="IMG_4435.JPG" id="Picture_x0020_17" o:spid="_x0000_i1026" style="height: 110.4pt; mso-wrap-style: square; visibility: visible; width: 234pt;" type="#_x0000_t75"&gt;  &lt;v:imagedata o:title="IMG_4435" src="file:///C:\Users\Admin\AppData\Local\Temp\msohtmlclip1\01\clip_image005.jpg"&gt; &lt;/v:imagedata&gt;&lt;/v:shape&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center; text-indent: 0px;"&gt;&lt;span lang="EN-US" style="text-indent: 36pt;"&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &lt;/span&gt;&lt;span lang="EN-US" style="font-family: 'Blade Runner Movie Font', sans-serif; font-size: 36pt; line-height: 105%; text-indent: 36pt;"&gt;COMING SOON&lt;/span&gt;&lt;span style="font-family: 'Blade Runner Movie Font', sans-serif; font-size: 36pt; line-height: 105%; text-indent: 36pt;"&gt;:&lt;/span&gt;&lt;span style="font-family: 'Blade Runner Movie Font', sans-serif; font-size: 36pt; line-height: 105%; text-indent: 36pt;"&gt;MUD WORKSHOP&lt;/span&gt;&lt;span style="font-family: 'Blade Runner Movie Font', sans-serif; font-size: 16pt; line-height: 105%; text-indent: 36pt;"&gt;9TH FEBRUARY 2012&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 108.0pt; text-indent: 36.0pt;"&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div align="center" class="MsoNormal" style="line-height: 150%; text-align: left; text-indent: 36pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3807196394156460596-4141209348327647010?l=iatmismtrisakti.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://iatmismtrisakti.blogspot.com/feeds/4141209348327647010/comments/default' title='Poskan Komentar'/><link rel='replies' type='text/html' href='http://iatmismtrisakti.blogspot.com/2012/02/guest-lecture-measurement-while.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3807196394156460596/posts/default/4141209348327647010'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3807196394156460596/posts/default/4141209348327647010'/><link rel='alternate' type='text/html' href='http://iatmismtrisakti.blogspot.com/2012/02/guest-lecture-measurement-while.html' title=''/><author><name>IATMI SM - TRISAKTI</name><uri>http://www.blogger.com/profile/03766610541686496360</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/-dnWLJ-UabDc/TrVImXwa8FI/AAAAAAAAAEc/zmhY9HMlpUc/s220/IATMI%2BTRISAKTI.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-xGssZU1K_4E/T0WqQD8YtdI/AAAAAAAAAKQ/BmG8fAs5Qy8/s72-c/GL+BANNER+FIX!!!.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3807196394156460596.post-5681877196244107035</id><published>2012-02-22T20:07:00.000-08:00</published><updated>2012-02-22T20:07:36.206-08:00</updated><title type='text'>Laporan GL MWD</title><content type='html'>&lt;div align="center" class="MsoNormal" style="line-height: 150%; text-align: center; text-indent: 36.0pt;"&gt;&lt;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"&gt;  &lt;v:stroke joinstyle="miter"&gt;  &lt;v:formulas&gt;   &lt;v:f eqn="if lineDrawn pixelLineWidth 0"&gt;   &lt;v:f eqn="sum @0 1 0"&gt;   &lt;v:f eqn="sum 0 0 @1"&gt;   &lt;v:f eqn="prod @2 1 2"&gt;   &lt;v:f eqn="prod @3 21600 pixelWidth"&gt;   &lt;v:f eqn="prod @3 21600 pixelHeight"&gt;   &lt;v:f eqn="sum @0 0 1"&gt;   &lt;v:f eqn="prod @6 1 2"&gt;   &lt;v:f eqn="prod @7 21600 pixelWidth"&gt;   &lt;v:f eqn="sum @8 21600 0"&gt;   &lt;v:f eqn="prod @7 21600 pixelHeight"&gt;   &lt;v:f eqn="sum @10 21600 0"&gt;  &lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:formulas&gt;  &lt;v:path gradientshapeok="t" o:connecttype="rect" o:extrusionok="f"&gt;  &lt;o:lock aspectratio="t" v:ext="edit"&gt; &lt;/o:lock&gt;&lt;/v:path&gt;&lt;/v:stroke&gt;&lt;/v:shapetype&gt;&lt;v:shape alt="FIX A4.jpg" id="Picture_x0020_6" o:spid="_x0000_s2051" style="height: 261.1pt; left: 0; margin-left: -27pt; margin-top: -30.85pt; mso-position-horizontal-relative: margin; mso-position-horizontal: absolute; mso-position-vertical-relative: margin; mso-position-vertical: absolute; mso-wrap-distance-bottom: 0; mso-wrap-distance-left: 9pt; mso-wrap-distance-right: 9pt; mso-wrap-distance-top: 0; mso-wrap-style: square; position: absolute; text-align: left; visibility: visible; width: 184.5pt; z-index: 2;" type="#_x0000_t75"&gt;  &lt;v:imagedata o:title="FIX A4" src="file:///C:\Users\Admin\AppData\Local\Temp\msohtmlclip1\01\clip_image001.jpg"&gt;  &lt;w:wrap anchorx="margin" anchory="margin" type="square"&gt; &lt;/w:wrap&gt;&lt;/v:imagedata&gt;&lt;/v:shape&gt;&lt;b&gt;&lt;span lang="EN-US" style="font-family: 'Nightclub BTN', sans-serif; font-size: 18pt; line-height: 150%;"&gt;GUEST LECTURE&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style="font-family: 'Nightclub BTN', sans-serif; font-size: 18pt; line-height: 150%;"&gt;:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 150%; text-align: center; text-indent: 36.0pt;"&gt;&lt;b&gt;&lt;span lang="EN-US" style="font-family: 'Nightclub BTN', sans-serif; font-size: 18pt; line-height: 150%;"&gt;MEASUREMENT WHILE DRILLING&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt; text-justify: inter-ideograph;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt; text-justify: inter-ideograph;"&gt;&lt;span lang="EN-US" style="font-family: 'Comic Sans MS'; font-size: 14pt; line-height: 150%;"&gt;&amp;nbsp;Periode 2011-2012 mengadakan Guest Lecture. Guest Lecture ini bertemakan “Meansurement While Drilling” yang dihadiri oleh Mahasiswa&amp;nbsp; Trisakti. Acara ini berlangsung di Fakultas Teknik Perminyakan, Universitas Trisakti dengan pembicara Bapak Putra Adhiguna (Halliburton Sperry Drilling, Field Service Quality Coordinator). Acara dimulai dengan kata sambutan dari ketua acara Tsys Muhammad Anwas yang kemudian dilanjutkan dengan penyampaian materi. Materi yang dibicarakan kali ini adalah apa itu MWD dan teknologi terbaru dari MWD itu sendiri. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt; text-justify: inter-ideograph;"&gt;&lt;v:shape alt="IMG_4380.JPG" id="Picture_x0020_0" o:spid="_x0000_s2050" style="height: 174pt; left: 0; margin-left: 263.25pt; margin-top: 552.65pt; mso-position-horizontal-relative: margin; mso-position-horizontal: absolute; mso-position-vertical-relative: margin; mso-position-vertical: absolute; mso-wrap-distance-bottom: 0; mso-wrap-distance-left: 9pt; mso-wrap-distance-right: 9pt; mso-wrap-distance-top: 0; mso-wrap-style: square; position: absolute; text-align: left; visibility: visible; width: 261pt; z-index: 1;" type="#_x0000_t75"&gt;  &lt;v:imagedata o:title="IMG_4380" src="file:///C:\Users\Admin\AppData\Local\Temp\msohtmlclip1\01\clip_image002.jpg"&gt;  &lt;w:wrap anchorx="margin" anchory="margin" type="square"&gt; &lt;/w:wrap&gt;&lt;/v:imagedata&gt;&lt;/v:shape&gt;&lt;span lang="EN-US" style="font-family: 'Comic Sans MS'; font-size: 14pt; line-height: 150%;"&gt;MWD (Meansurement While Drilling) yaitu teknik pengukuran dimana pada saat pengeboran juga dilakukan pengukuran secara elektrik, jadi pada pipa bor dipasang alat ukur. Seiring dengan perkembangan teknologi, MWD di-extend (dikembangkan) dengan LWD (Logging While Drilling) menjadi satu kesatuan. Dimana MWD berfungsi sebagai recorder dari lithology (jenis lapisan) yang sedang dibor dan LWD sebagai penerima sinyal denyut berupa elektron pada lumpur bor sebagai media yang kemudian diterjemahkan dalam bentuk log di permukaan. Data yang didapat dari pengukuran ini adalah data real time karena selisih waktu antara pembacaan alat dengan proses penetrasi mata bor sangatlah kecil dibandingkan wireline logging yang hanya baru bisa dilakukan setelah proses pemasangan casing selesai. Informasi kedalaman alat ini adalah berdasarkan panjang pipa bor. Keuntungan dari alat ini yaitu dalam melakukan pengukuran properti suatu reservoir sebelum fluida bor menginvasi reservoir lebih dalam lagi &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-xGssZU1K_4E/T0WqQD8YtdI/AAAAAAAAAKQ/BmG8fAs5Qy8/s1600/GL+BANNER+FIX!!!.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://2.bp.blogspot.com/-xGssZU1K_4E/T0WqQD8YtdI/AAAAAAAAAKQ/BmG8fAs5Qy8/s200/GL+BANNER+FIX!!!.jpg" width="100" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-5XUIitYSlq0/T0Wqs-1RKPI/AAAAAAAAAKY/H20G7wSuca8/s1600/IMG_4361.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="213" src="http://4.bp.blogspot.com/-5XUIitYSlq0/T0Wqs-1RKPI/AAAAAAAAAKY/H20G7wSuca8/s320/IMG_4361.JPG" 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href="http://3.bp.blogspot.com/-nSUScu3z24k/T0WsWsM2RTI/AAAAAAAAAKw/kmVblkeUfko/s1600/IMG_4420.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="254" src="http://3.bp.blogspot.com/-nSUScu3z24k/T0WsWsM2RTI/AAAAAAAAAKw/kmVblkeUfko/s320/IMG_4420.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt; text-justify: inter-ideograph;"&gt;&lt;span lang="EN-US" style="font-family: 'Comic Sans MS'; font-size: 14pt; line-height: 150%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" 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o:spid="_x0000_i1028" style="height: 3in; visibility: visible; width: 310.8pt;" type="#_x0000_t75"&gt;  &lt;v:imagedata o:title="" src="file:///C:\Users\Admin\AppData\Local\Temp\msohtmlclip1\01\clip_image003.png"&gt;  &lt;o:lock aspectratio="f" v:ext="edit"&gt; &lt;/o:lock&gt;&lt;/v:imagedata&gt;&lt;/v:shape&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 3.0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 3.0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span lang="EN-US"&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;v:shape alt="IMG_4433.JPG" id="Picture_x0020_15" o:spid="_x0000_i1027" style="height: 114.6pt; mso-wrap-style: square; visibility: visible; width: 239.4pt;" type="#_x0000_t75"&gt;  &lt;v:imagedata o:title="IMG_4433" src="file:///C:\Users\Admin\AppData\Local\Temp\msohtmlclip1\01\clip_image004.jpg"&gt; &lt;/v:imagedata&gt;&lt;/v:shape&gt;&lt;span lang="EN-US"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;v:shape alt="IMG_4435.JPG" id="Picture_x0020_17" o:spid="_x0000_i1026" style="height: 110.4pt; mso-wrap-style: square; visibility: visible; width: 234pt;" type="#_x0000_t75"&gt;  &lt;v:imagedata o:title="IMG_4435" src="file:///C:\Users\Admin\AppData\Local\Temp\msohtmlclip1\01\clip_image005.jpg"&gt; &lt;/v:imagedata&gt;&lt;/v:shape&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center; text-indent: 0px;"&gt;&lt;span lang="EN-US" style="text-indent: 36pt;"&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &lt;/span&gt;&lt;span lang="EN-US" style="font-family: 'Blade Runner Movie Font', sans-serif; font-size: 36pt; line-height: 105%; text-indent: 36pt;"&gt;COMING SOON&lt;/span&gt;&lt;span style="font-family: 'Blade Runner Movie Font', sans-serif; font-size: 36pt; line-height: 105%; text-indent: 36pt;"&gt;:&lt;/span&gt;&lt;span style="font-family: 'Blade Runner Movie Font', sans-serif; font-size: 36pt; line-height: 105%; text-indent: 36pt;"&gt;MUD WORKSHOP&lt;/span&gt;&lt;span style="font-family: 'Blade Runner Movie Font', sans-serif; font-size: 16pt; line-height: 105%; text-indent: 36pt;"&gt;9TH FEBRUARY 2012&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 108.0pt; text-indent: 36.0pt;"&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div align="center" class="MsoNormal" style="line-height: 150%; text-align: left; text-indent: 36pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3807196394156460596-5681877196244107035?l=iatmismtrisakti.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://iatmismtrisakti.blogspot.com/feeds/5681877196244107035/comments/default' title='Poskan Komentar'/><link rel='replies' type='text/html' href='http://iatmismtrisakti.blogspot.com/2012/02/laporan-gl-mwd.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3807196394156460596/posts/default/5681877196244107035'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3807196394156460596/posts/default/5681877196244107035'/><link rel='alternate' type='text/html' href='http://iatmismtrisakti.blogspot.com/2012/02/laporan-gl-mwd.html' title='Laporan GL MWD'/><author><name>IATMI SM - TRISAKTI</name><uri>http://www.blogger.com/profile/03766610541686496360</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/-dnWLJ-UabDc/TrVImXwa8FI/AAAAAAAAAEc/zmhY9HMlpUc/s220/IATMI%2BTRISAKTI.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-xGssZU1K_4E/T0WqQD8YtdI/AAAAAAAAAKQ/BmG8fAs5Qy8/s72-c/GL+BANNER+FIX!!!.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3807196394156460596.post-4321978812238509840</id><published>2011-12-03T02:01:00.000-08:00</published><updated>2011-12-03T02:01:53.053-08:00</updated><title type='text'>Incoming Guest Lecture-Measurement While Drilling</title><content type='html'>&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Hot Mustard BTN Poster&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 36.0pt; line-height: 200%;"&gt;MWD?Apaan tuh?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;VAGRounded BT&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14.0pt; line-height: 200%;"&gt;MWD itu kepanjangan dari &lt;i&gt;Measurement While Drilling&lt;/i&gt; yaitu teknik pengukuran dimana saat pengeboran juga dilakukan pengukuran secara elektrik,jadi pada pipa bor dipasang alat ukur.Seiring perkembangan teknologi,MWD di-&lt;i&gt;extend&lt;/i&gt; (dikembangkan) dengan LWD (&lt;i&gt;Logging While Drilling&lt;/i&gt;)menjadi satu kesatuan.dimana MWD berfungsi sebagai recorder dari lithology (jenis lapisan)yang sedang dibor dan LWD sebagai pengirim sinyal denyut berupa elektron pada lumpur bor sebagai media yang kemudian diterjemahkan dalam bentuk log di permukaan. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;VAGRounded BT&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14.0pt; line-height: 200%;"&gt;Data yang didapat dari pengukuran ini adalah data &lt;i&gt;real-time&lt;/i&gt; karena selisih waktu antara pembacaan alat dengan proses penetrasi mata bor sangatlah kecil dibanding wireline logging yang hanya baru bisa dilakukan setelah proses pemasangan &lt;i&gt;casing &lt;/i&gt;selesai.Informasi kedalaman alat ini adalah berdasarkan panjang pipa bor.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;VAGRounded BT&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14.0pt; line-height: 200%;"&gt;Keuntungan dari alat ini yaitu dalam melakukan pengukuran properti suatu reservoir sebelum fluida bor menginvasi reservoir lebih dalam lagi ,data &lt;i&gt;real time&lt;/i&gt; hasil pengukuran MWD/LWD juga digunakan untuk menuntun alat bor menuju target ,untuk mengidentifikasi formasi sementara akibat invasi dari lumpur bor masih dangkal.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;VAGRounded BT&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14.0pt; line-height: 200%;"&gt;Kekurangannya,harga dari penggunaan (sewa) &lt;i&gt;tool &lt;/i&gt;ini relatif mahal,padahal seorang engineer dituntut untuk meminimalisir biaya pengeboran .Selain itu apabila terjadi &lt;i&gt;stuck pipe&lt;/i&gt; pada kondisi ekstrim,alat ini jelas tidak bisa diselamatkan dan pasti memakan biaya yang mahal untuk penggantian&amp;nbsp; (harga sewa saja sudah mahal,apalagi harga alatnya??) &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;VAGRounded BT&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14.0pt; line-height: 200%;"&gt;Masih penasaran soal MWD? Tenang saja, IATMI akan mengadakan acara guest lecture bertopik MWD dalam&amp;nbsp;pertengahan Desember ini,&lt;i&gt;be there guys!&lt;o:p&gt;&lt;/o:p&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3807196394156460596-4321978812238509840?l=iatmismtrisakti.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://iatmismtrisakti.blogspot.com/feeds/4321978812238509840/comments/default' title='Poskan Komentar'/><link rel='replies' type='text/html' href='http://iatmismtrisakti.blogspot.com/2011/12/incoming-guest-lecture-measurement.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3807196394156460596/posts/default/4321978812238509840'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3807196394156460596/posts/default/4321978812238509840'/><link rel='alternate' type='text/html' href='http://iatmismtrisakti.blogspot.com/2011/12/incoming-guest-lecture-measurement.html' title='Incoming Guest Lecture-Measurement While Drilling'/><author><name>IATMI SM - TRISAKTI</name><uri>http://www.blogger.com/profile/03766610541686496360</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/-dnWLJ-UabDc/TrVImXwa8FI/AAAAAAAAAEc/zmhY9HMlpUc/s220/IATMI%2BTRISAKTI.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3807196394156460596.post-7604611990200507346</id><published>2011-11-03T05:34:00.000-07:00</published><updated>2011-12-03T01:22:14.655-08:00</updated><title type='text'>WELCOME !</title><content type='html'>&lt;div style="color: #660000; text-align: center;"&gt;&lt;b&gt;&lt;span style="font-size: x-large;"&gt;IATMI SM - TRISAKTI&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="color: #660000; text-align: center;"&gt;&lt;b&gt;&lt;span style="font-size: x-large;"&gt;PERIODE 2011-2012&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="color: #660000; text-align: center;"&gt;&lt;b&gt;&lt;span style="font-size: x-large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="color: #660000; text-align: center;"&gt;&lt;b&gt;&lt;span style="font-size: x-large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="color: #660000; text-align: center;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-EgKxJBf0JLU/Ttnp110c3yI/AAAAAAAAAIk/pKLULhbHU6o/s1600/Structure-FIX.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="319" src="http://1.bp.blogspot.com/-EgKxJBf0JLU/Ttnp110c3yI/AAAAAAAAAIk/pKLULhbHU6o/s400/Structure-FIX.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span class="Apple-style-span" style="font-size: x-large;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="color: #660000; text-align: center;"&gt;&lt;b&gt;&lt;span style="font-size: x-large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3807196394156460596-7604611990200507346?l=iatmismtrisakti.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://iatmismtrisakti.blogspot.com/feeds/7604611990200507346/comments/default' title='Poskan Komentar'/><link rel='replies' type='text/html' href='http://iatmismtrisakti.blogspot.com/2011/11/welcome.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3807196394156460596/posts/default/7604611990200507346'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3807196394156460596/posts/default/7604611990200507346'/><link rel='alternate' type='text/html' href='http://iatmismtrisakti.blogspot.com/2011/11/welcome.html' title='WELCOME !'/><author><name>IATMI SM - TRISAKTI</name><uri>http://www.blogger.com/profile/03766610541686496360</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/-dnWLJ-UabDc/TrVImXwa8FI/AAAAAAAAAEc/zmhY9HMlpUc/s220/IATMI%2BTRISAKTI.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-EgKxJBf0JLU/Ttnp110c3yI/AAAAAAAAAIk/pKLULhbHU6o/s72-c/Structure-FIX.jpg' height='72' width='72'/><thr:total>0</thr:total></entry></feed>
