tag:blogger.com,1999:blog-74978263958141869382023-11-16T14:43:45.731+07:00AKU CINTA NEGERI KUArief Hariohttp://www.blogger.com/profile/00033187674161337755noreply@blogger.comBlogger15125tag:blogger.com,1999:blog-7497826395814186938.post-52604509151199623122011-07-06T16:09:00.000+07:002011-07-06T16:09:05.440+07:00Motor ListrikPada artikel <span style="font-weight: bold;"><a href="http://dunia-listrik.blogspot.com/2008/12/motor-listrik.html">“klasifikasi mesin listrik”</a></span>, <span style="font-weight: bold;">Motor listrik</span> termasuk kedalam kategori<span style="font-weight: bold;"> mesin listrik dinamis</span> dan merupakan sebuah perangkat <span style="font-weight: bold;">elektromagnetik</span> yang mengubah <span style="font-weight: bold;">energi listrik</span> menjadi <span style="font-weight: bold;">energi mekanik</span>. <span style="font-weight: bold;">Energi mekanik</span> ini digunakan untuk, misalnya, memutar impeller pompa, fan atau blower, menggerakan kompresor, mengangkat bahan, dll di industri dan digunakan juga pada <span style="font-weight: bold;">peralatan listrik rumah tangga</span> (seperti: mixer, bor listrik,kipas angin). <br />
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Anda dapat melihat animasi prinsip kerja motor DC ini di <a href="http://dunia-listrik.blogspot.com/2009/09/animasi-motor-dc.html">sini</a>.<br />
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<span style="font-weight: bold;">Motor listrik</span> kadangkala disebut “kuda kerja” nya industri, sebab diperkirakan bahwa motor-motor menggunakan sekitar 70% beban listrik total di industri. <br />
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Mekanisme kerja untuk seluruh jenis <span style="font-weight: bold;">motor listrik</span> secara umum sama (Gambar 1), yaitu: <br />
• Arus listrik dalam medan magnet akan memberikan gaya.<br />
• Jika kawat yang membawa arus dibengkokkan menjadi sebuah lingkaran/loop, maka kedua sisi loop, yaitu pada sudut kanan medan magnet, akan mendapatkan gaya pada arah yang berlawanan. <br />
• Pasangan gaya menghasilkan tenaga putar/ torsi untuk memutar kumparan. <br />
• Motor-motor memiliki beberapa loop pada dinamonya untuk memberikan tenaga putaran yang lebih seragam dan medan magnetnya dihasilkan oleh susunan elektromagnetik yang disebut kumparan medan.<span class="fullpost"> <br />
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Dalam memahami sebuah <span style="font-weight: bold;">motor listrik</span>, penting untuk mengerti apa yang dimaksud dengan beban motor. Beban mengacu kepada keluaran tenaga putar/torsi sesuai dengan kecepatan yang diperlukan. Beban umumnya dapat dikategorikan kedalam tiga kelompok: <br />
• <span style="font-style: italic;">Beban torsi konstan</span>, adalah beban dimana permintaan keluaran energinya bervariasi dengan kecepatan operasinya, namun torsi nya tidak bervariasi. Contoh beban dengan torsi konstan adalah conveyors, rotary kilns, dan pompa displacement konstan. <br />
• <span style="font-style: italic;">Beban dengan torsi variabel</span>, adalah beban dengan torsi yang bervariasi dengan kecepatan operasi. Contoh beban dengan torsi variabel adalah pompa sentrifugal dan fan (torsi bervariasi sebagai kwadrat kecepatan). <br />
• <span style="font-style: italic;">Beban dengan energi konstan</span>, adalah beban dengan permintaan torsi yang berubah dan berbanding terbalik dengan kecepatan. Contoh untuk beban dengan daya konstan adalah peralatan-peralatan mesin. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1lRdwN8pNGyzrOoibwXdg65hCjPf-3GvPNL14713qDksYGfW0O1d3-uU0xDLvLmq3bdoGSWfaBYlGOFRpAizFSw3VlVcWUrBkAws3UaThxthZ-aFNvCUHsF16oBdA7xIusY4nlKiLZbY/s1600-h/Gb+1.+Prinsip+dasar+kerja+motor+listrik.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5284163575627518594" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1lRdwN8pNGyzrOoibwXdg65hCjPf-3GvPNL14713qDksYGfW0O1d3-uU0xDLvLmq3bdoGSWfaBYlGOFRpAizFSw3VlVcWUrBkAws3UaThxthZ-aFNvCUHsF16oBdA7xIusY4nlKiLZbY/s320/Gb+1.+Prinsip+dasar+kerja+motor+listrik.jpg" style="cursor: hand; cursor: pointer; height: 260px; width: 320px;" /></a><br />
Gambar 1. Prinsip Dasar Kerja Motor Listrik.<br />
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<span style="font-weight: bold;">JENIS MOTOR LISTRIK</span><br />
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Bagian ini menjelaskan tentang dua jenis utama <span style="font-weight: bold;">motor listrik</span>: <span style="font-weight: bold;">motor DC</span> dan <span style="font-weight: bold;">motor AC</span>. Motor tersebut diklasifikasikan berdasarkan pasokan input, konstruksi, dan mekanisme operasi, dan dijelaskan lebih lanjut dalam bagan dibawah ini.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCSR_w8-dRrjj9eYUDk_il0GW0s7WcIuuxALMro_JUuhy5dSo1MNpZZOwGczFuQpoD27eU80ULZNMl0SpsH8EpBfZFCWNmY40fkAHApglJwDcm9RsPU5jeK7fQCj7KUfs6NGpUeI3tMD0/s1600-h/Gb+2.+Klasifikasi+motor+listrik.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5284163579497419938" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCSR_w8-dRrjj9eYUDk_il0GW0s7WcIuuxALMro_JUuhy5dSo1MNpZZOwGczFuQpoD27eU80ULZNMl0SpsH8EpBfZFCWNmY40fkAHApglJwDcm9RsPU5jeK7fQCj7KUfs6NGpUeI3tMD0/s320/Gb+2.+Klasifikasi+motor+listrik.jpg" style="cursor: hand; cursor: pointer; height: 154px; width: 320px;" /></a><br />
Gambar 2. Klasifikasi Motor Listrik.<br />
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<span style="font-weight: bold;">1. Motor DC/Arus Searah</span><br />
Motor DC/arus searah, sebagaimana namanya, menggunakan arus langsung yang tidak langsung/direct-unidirectional. Motor DC digunakan pada penggunaan khusus dimana diperlukan penyalaan torsi yang tinggi atau percepatan yang tetap untuk kisaran kecepatan yang luas. <br />
Gambar 3 memperlihatkan sebuah motor DC yang memiliki tiga komponen utama:<br />
• <span style="font-style: italic;">Kutub medan</span>. Secara sederhada digambarkan bahwa interaksi dua kutub magnet akan menyebabkan perputaran pada motor DC. Motor DC memiliki kutub medan yang stasioner dan dinamo yang menggerakan bearing pada ruang diantara kutub medan. Motor DC sederhana memiliki dua kutub medan: kutub utara dan kutub selatan. Garis magnetik energi membesar melintasi bukaan diantara kutub-kutub dari utara ke selatan. Untuk motor yang lebih besar atau lebih komplek terdapat satu atau lebih elektromagnet. Elektromagnet menerima listrik dari sumber daya dari luar sebagai penyedia struktur medan. <br />
• <span style="font-style: italic;">Dinamo</span>. Bila arus masuk menuju dinamo, maka arus ini akan menjadi elektromagnet. Dinamo yang berbentuk silinder, dihubungkan ke as penggerak untuk menggerakan beban. Untuk kasus motor DC yang kecil, dinamo berputar dalam medan magnet yang dibentuk oleh kutub-kutub, sampai kutub utara dan selatan magnet berganti lokasi. Jika hal ini terjadi, arusnya berbalik untuk merubah kutub-kutub utara dan selatan dinamo. <br />
• <span style="font-style: italic;">Kommutator</span>. Komponen ini terutama ditemukan dalam motor DC. Kegunaannya adalah untuk membalikan arah arus listrik dalam dinamo. Kommutator juga membantu dalam transmisi arus antara dinamo dan sumber daya. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1IbuZ4dY1fxbNOVQiF_P0UpgePQPTa07VqvdAIz92GixFcEHw8MDg32G6Yfsi0jyQJSBDukeKM8_3rGsXGu31xpcdzCPFZdVMH6-pUL5ibk0tUB0Kn0VVYCpWUQlAT2TOSlbbhf73OYY/s1600-h/Gb+3.+Motor+DC.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5284163584826159250" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1IbuZ4dY1fxbNOVQiF_P0UpgePQPTa07VqvdAIz92GixFcEHw8MDg32G6Yfsi0jyQJSBDukeKM8_3rGsXGu31xpcdzCPFZdVMH6-pUL5ibk0tUB0Kn0VVYCpWUQlAT2TOSlbbhf73OYY/s320/Gb+3.+Motor+DC.jpg" style="cursor: hand; cursor: pointer; height: 209px; width: 320px;" /></a><br />
Gambar 3. Motor DC.<br />
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Keuntungan utama <span style="font-weight: bold;">motor DC</span> adalah kecepatannya mudah dikendalikan dan tidak mempengaruhi kualitas pasokan daya. <span style="font-weight: bold;">Motor DC</span> ini dapat dikendalikan dengan mengatur: <br />
• <span style="font-style: italic;">Tegangan dinamo</span> – meningkatkan tegangan dinamo akan meningkatkan kecepatan.<br />
• <span style="font-style: italic;">Arus medan</span> – menurunkan arus medan akan meningkatkan kecepatan. <br />
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<span style="font-weight: bold;">Motor DC</span> tersedia dalam banyak ukuran, namun penggunaannya pada umumnya dibatasi untuk beberapa penggunaan berkecepatan rendah, penggunaan daya rendah hingga sedang, seperti peralatan mesin dan rolling mills, sebab sering terjadi masalah dengan perubahan arah arus listrik mekanis pada ukuran yang lebih besar. Juga, motor tersebut dibatasi hanya untuk penggunaan di area yang bersih dan tidak berbahaya sebab resiko percikan api pada sikatnya. <span style="font-weight: bold;">Motor DC</span> juga relatif mahal dibanding <span style="font-weight: bold;">motor AC</span>. <br />
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Hubungan antara kecepatan, flux medan dan tegangan dinamo ditunjukkan dalam persamaan berikut: <br />
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Gaya elektromagnetik: E = KΦN <br />
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Torsi: T = KΦIa<br />
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Dimana: <br />
E =gaya elektromagnetik yang dikembangkan pada terminal dinamo (volt) <br />
Φ = flux medan yang berbanding lurus dengan arus medan <br />
N = kecepatan dalam RPM (putaran per menit) <br />
T = torsi electromagnetik <br />
Ia = arus dinamo <br />
K = konstanta persamaan <br />
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<span style="font-weight: bold;">Jenis-Jenis Motor DC/Arus Searah</span><br />
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a. <span style="font-style: italic;">Motor DC sumber daya terpisah/ Separately Excited</span>, Jika arus medan dipasok dari sumber terpisah maka disebut motor DC sumber daya terpisah/separately excited. <br />
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b. <span style="font-style: italic;">Motor DC sumber daya sendiri/ Self Excited: motor shunt</span>. Pada motor shunt, gulungan medan (medan shunt) disambungkan secara paralel dengan gulungan dinamo (A) seperti diperlihatkan dalam gambar 4. Oleh karena itu total arus dalam jalur merupakan penjumlahan arus medan dan arus dinamo. <br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVd78KPb8jsgLDW4SAV-yyh_KNqQUxZN45HAJFoxBiq7BrFRqvLA_7nWpPTw7rLsyK3gzyG6JD-Am_rkZ1jeGACpuyd8p-gTroakPh45Af53J3PliHp86nv8B95-gKeNVrhKoJ7WDK0YI/s1600-h/Gb4.+Karakterisitk+motor+DC+shunt.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5284163584285373506" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVd78KPb8jsgLDW4SAV-yyh_KNqQUxZN45HAJFoxBiq7BrFRqvLA_7nWpPTw7rLsyK3gzyG6JD-Am_rkZ1jeGACpuyd8p-gTroakPh45Af53J3PliHp86nv8B95-gKeNVrhKoJ7WDK0YI/s320/Gb4.+Karakterisitk+motor+DC+shunt.jpg" style="cursor: hand; cursor: pointer; height: 279px; width: 320px;" /></a><br />
Gambar 4. Karakteristik Motor DC Shunt.<br />
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Berikut tentang kecepatan motor shunt (E.T.E., 1997): <br />
• Kecepatan pada prakteknya konstan tidak tergantung pada beban (hingga torsi tertentu setelah kecepatannya berkurang, lihat Gambar 4) dan oleh karena itu cocok untuk penggunaan komersial dengan beban awal yang rendah, seperti peralatan mesin. <br />
• Kecepatan dapat dikendalikan dengan cara memasang tahanan dalam susunan seri dengan dinamo (kecepatan berkurang) atau dengan memasang tahanan pada arus medan (kecepatan bertambah). <br />
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c. <span style="font-style: italic;">Motor DC daya sendiri: motor seri</span>. Dalam motor seri, gulungan medan (medan shunt) dihubungkan secara seri dengan gulungan dinamo (A) seperti ditunjukkan dalam gambar 5. Oleh karena itu, arus medan sama dengan arus dinamo.<br />
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Berikut tentang kecepatan motor seri (Rodwell International Corporation, 1997; L.M. Photonics Ltd, 2002): <br />
• Kecepatan dibatasi pada 5000 RPM.<br />
• Harus dihindarkan menjalankan motor seri tanpa ada beban sebab motor akan mempercepat tanpa terkendali. <br />
Motor-motor seri cocok untuk penggunaan yang memerlukan torque penyalaan awal yang tinggi, seperti derek dan alat pengangkat hoist (lihat Gambar 5). <br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgM_uIBlQSuBK1-eZHycqsqPc6QhZ_AQmsV7m1jP19ALhYpz4JASOTzdG6uc5Dm-XNIwdITW8lOcVWvqCu1KscfGeYG2XFEzGm2d-M1_ut0nTFbABavXyUPbqrmF8NrN9Bfjjop_SMxoUE/s1600-h/Gb+5.+Karakteristik+motor+DC+seri.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5284163592091620946" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgM_uIBlQSuBK1-eZHycqsqPc6QhZ_AQmsV7m1jP19ALhYpz4JASOTzdG6uc5Dm-XNIwdITW8lOcVWvqCu1KscfGeYG2XFEzGm2d-M1_ut0nTFbABavXyUPbqrmF8NrN9Bfjjop_SMxoUE/s320/Gb+5.+Karakteristik+motor+DC+seri.jpg" style="cursor: hand; cursor: pointer; height: 292px; width: 320px;" /></a><br />
Gambar 5. Karakteristik Motor DC Seri.<br />
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d. <span style="font-style: italic;">Motor DC Kompon/Gabungan</span>.<br />
Motor Kompon DC merupakan gabungan motor seri dan shunt. Pada motor kompon, gulungan medan (medan shunt) dihubungkan secara paralel dan seri dengan gulungan dinamo (A) seperti yang ditunjukkan dalam gambar 6. Sehingga, motor kompon memiliki torque penyalaan awal yang bagus dan kecepatan yang stabil. Makin tinggi persentase penggabungan (yakni persentase gulungan medan yang dihubungkan secara seri), makin tinggi pula torque penyalaan awal yang dapat ditangani oleh motor ini. Contoh, penggabungan 40-50% menjadikan motor ini cocok untuk alat pengangkat hoist dan derek, sedangkan motor kompon yang standar (12%) tidak cocok (myElectrical, 2005).<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUebTbIo3nTU898XR8li5T92KLbH1ABh7pkDqUMQt-27Dof-PA_ONfzhcDR0NeQDGKdq1z30DVNVosZ1GCGv39XmbzETDeQ23PMk-hr7EMAFAmN9NPXlnGT-yJbeLtGpLQv7i1Enadhw8/s1600-h/Gb+6.+Karakteristik+motor+DC+Kompon.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5284164150446267090" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUebTbIo3nTU898XR8li5T92KLbH1ABh7pkDqUMQt-27Dof-PA_ONfzhcDR0NeQDGKdq1z30DVNVosZ1GCGv39XmbzETDeQ23PMk-hr7EMAFAmN9NPXlnGT-yJbeLtGpLQv7i1Enadhw8/s320/Gb+6.+Karakteristik+motor+DC+Kompon.jpg" style="cursor: hand; cursor: pointer; height: 301px; width: 320px;" /></a><br />
Gambar 6. Karakteristik Motor DC Kompon.<br />
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<span style="font-weight: bold;">2. Motor AC/Arus Bolak-Balik</span><br />
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<span style="font-weight: bold;">Motor AC/arus bolak-balik</span> menggunakan arus listrik yang membalikkan arahnya secara teratur pada rentang waktu tertentu. <span style="font-weight: bold;">Motor listrik AC</span> memiliki dua buah bagian dasar listrik: "<span style="font-weight: bold;">stator</span>" dan "<span style="font-weight: bold;">rotor</span>" seperti ditunjukkan dalam Gambar 7. <br />
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<span style="font-weight: bold;">Stator</span> merupakan komponen listrik statis. <span style="font-weight: bold;">Rotor</span> merupakan komponen listrik berputar untuk memutar as motor. Keuntungan utama motor DC terhadap motor AC adalah bahwa kecepatan motor AC lebih sulit dikendalikan. Untuk mengatasi kerugian ini, motor AC dapat dilengkapi dengan penggerak frekwensi variabel untuk meningkatkan kendali kecepatan sekaligus menurunkan dayanya. Motor induksi merupakan motor yang paling populer di industri karena kehandalannya dan lebih mudah perawatannya. Motor induksi AC cukup murah (harganya setengah atau kurang dari harga sebuah motor DC) dan juga memberikan rasio daya terhadap berat yang cukup tinggi (sekitar dua kali motor DC).<br />
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<span style="font-weight: bold;">Jenis-Jenis Motor AC/Arus Bolak-Balik</span><br />
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a. <span style="font-style: italic;">Motor sinkron</span>. Motor sinkron adalah motor AC yang bekerja pada kecepatan tetap pada sistim frekwensi tertentu. Motor ini memerlukan arus searah (DC) untuk pembangkitan daya dan memiliki torque awal yang rendah, dan oleh karena itu motor sinkron cocok untuk penggunaan awal dengan beban rendah, seperti kompresor udara, perubahan frekwensi dan generator motor. Motor sinkron mampu untuk memperbaiki faktor daya sistim, sehingga sering digunakan pada sistim yang menggunakan banyak listrik. <br />
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<span style="font-weight: bold;">Komponen utama motor sinkron</span> adalah (Gambar 7):<br />
• <span style="font-style: italic;">Rotor</span>. Perbedaan utama antara motor sinkron dengan motor induksi adalah bahwa rotor mesin sinkron berjalan pada kecepatan yang sama dengan perputaran medan magnet. Hal ini memungkinkan sebab medan magnit rotor tidak lagi terinduksi. Rotor memiliki magnet permanen atau arus DC-excited, yang dipaksa untuk mengunci pada posisi tertentu bila dihadapkan dengan medan magnet lainnya. <br />
• <span style="font-style: italic;">Stator</span>. Stator menghasilkan medan magnet berputar yang sebanding dengan frekwensi yang dipasok. <br />
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Motor ini berputar pada <span style="font-weight: bold;">kecepatan sinkron</span>, yang diberikan oleh persamaan berikut (Parekh, 2003): <br />
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Ns = 120 f / P <br />
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Dimana: <br />
f = frekwensi dari pasokan frekwensi <br />
P= jumlah kutub <br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi00zle16aOxejqetSH93L2ROARU3tBMHYW0iOOce-kXJNgfYviixWDlTGAKk4lAhJhuvub2GXH8m7W92-slPmEBFY1k4J4ZOtgDB79UzOZ44OCUYgTONoIIFOQdOlsFNwAGH1NXj7q-s0/s1600-h/Gb+7.+Motor+Sinkron.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5284164150706500530" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi00zle16aOxejqetSH93L2ROARU3tBMHYW0iOOce-kXJNgfYviixWDlTGAKk4lAhJhuvub2GXH8m7W92-slPmEBFY1k4J4ZOtgDB79UzOZ44OCUYgTONoIIFOQdOlsFNwAGH1NXj7q-s0/s320/Gb+7.+Motor+Sinkron.jpg" style="cursor: hand; cursor: pointer; height: 166px; width: 320px;" /></a><br />
Gambar 7. Motor Sinkron.<br />
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b. <span style="font-style: italic;">Motor induksi</span>. Motor induksi merupakan motor yang paling umum digunakan pada berbagai peralatan industri. Popularitasnya karena rancangannya yang sederhana, murah dan mudah didapat, dan dapat langsung disambungkan ke sumber daya AC.<br />
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<span style="font-weight: bold;">Komponen Motor induksi</span> memiliki dua komponen listrik utama (Gambar 8):<br />
• <span style="font-style: italic;">Rotor</span>. Motor induksi menggunakan dua jenis rotor: <br />
- <span style="font-style: italic;">Rotor kandang tupai</span> terdiri dari batang penghantar tebal yang dilekatkan dalam petak-petak slots paralel. Batang-batang tersebut diberi hubungan pendek pada kedua ujungnya dengan alat cincin hubungan pendek. <br />
- <span style="font-style: italic;">Lingkaran rotor yang memiliki gulungan tiga fase</span>, lapisan ganda dan terdistribusi. Dibuat melingkar sebanyak kutub stator. Tiga fase digulungi kawat pada bagian dalamnya dan ujung yang lainnya dihubungkan ke cincin kecil yang dipasang pada batang as dengan sikat yang menempel padanya. <br />
• <span style="font-weight: bold;">Stator</span>. Stator dibuat dari sejumlah stampings dengan slots untuk membawa gulungan tiga fase. Gulungan ini dilingkarkan untuk sejumlah kutub yang tertentu. Gulungan diberi spasi geometri sebesar 120 derajat .<br />
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<span style="font-weight: bold;">Klasifikasi motor induksi </span> <br />
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Motor induksi dapat diklasifikasikan menjadi dua kelompok utama (Parekh, 2003): <br />
• <span style="font-style: italic;">Motor induksi satu fase</span>. Motor ini hanya memiliki satu gulungan stator, beroperasi dengan pasokan daya satu fase, memiliki sebuah rotor kandang tupai, dan memerlukan sebuah alat untuk menghidupkan motornya. Sejauh ini motor ini merupakan jenis motor yang paling umum digunakan dalam peralatan rumah tangga, seperti kipas angin, mesin cuci dan pengering pakaian, dan untuk penggunaan hingga 3 sampai 4 Hp. <br />
• <span style="font-style: italic;">Motor induksi tiga fase</span>. Medan magnet yang berputar dihasilkan oleh pasokan tiga fase yang seimbang. Motor tersebut memiliki kemampuan daya yang tinggi, dapat memiliki kandang tupai atau gulungan rotor (walaupun 90% memiliki rotor kandang tupai); dan penyalaan sendiri. Diperkirakan bahwa sekitar 70% motor di industri menggunakan jenis ini, sebagai contoh, pompa, kompresor, belt conveyor, jaringan listrik , dan grinder. Tersedia dalam ukuran 1/3 hingga ratusan Hp. <br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOVQlCDLxnp5baw43ZpCEVg4T6EL58wsXNAyRkc9sVHhVHO5-taGXK_UUIYovy0pbohYznmOwTopOE0iYK4929VyAAWICaWA6C3rDlowFs4YZJGYtK5qIV65cx0dGR5f2c5B6C8ICf7wE/s1600-h/Gb+8.+Motor+Induksi.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5284164191283132962" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOVQlCDLxnp5baw43ZpCEVg4T6EL58wsXNAyRkc9sVHhVHO5-taGXK_UUIYovy0pbohYznmOwTopOE0iYK4929VyAAWICaWA6C3rDlowFs4YZJGYtK5qIV65cx0dGR5f2c5B6C8ICf7wE/s320/Gb+8.+Motor+Induksi.jpg" style="cursor: hand; cursor: pointer; height: 178px; width: 320px;" /></a><br />
Gambar 8. Motor Induksi.<br />
<br />
<span style="font-weight: bold;">Kecepatan motor induksi </span><br />
<br />
<span style="font-weight: bold;">Motor induksi</span> bekerja sebagai berikut, Listrik dipasok ke stator yang akan menghasilkan <span style="font-style: italic;">medan magnet</span>. <span style="font-style: italic;">Medan magnet</span> ini bergerak dengan kecepatan sinkron disekitar rotor. Arus rotor menghasilkan medan magnet kedua, yang berusaha untuk melawan medan magnet stator, yang menyebabkan rotor berputar. Walaupun begitu, didalam prakteknya motor tidak pernah bekerja pada <span style="font-style: italic;">kecepatan sinkron</span> namun pada “kecepatan dasar” yang lebih rendah. Terjadinya perbedaan antara dua kecepatan tersebut disebabkan adanya “<span style="font-style: italic;">slip/geseran</span>” yang meningkat dengan meningkatnya beban. Slip hanya terjadi pada motor induksi. Untuk menghindari slip dapat dipasang sebuah cincin geser/ slip ring, dan motor tersebut dinamakan “<span style="font-style: italic;">motor cincin geser</span>/<span style="font-style: italic;">slip ring motor</span>”. <br />
<br />
Persamaan berikut dapat digunakan untuk menghitung persentase slip/geseran(Parekh, 2003): <br />
<br />
% Slip = (Ns – Nb)/Ns x 100<br />
<br />
Dimana: <br />
Ns = kecepatan sinkron dalam RPM <br />
Nb = kecepatan dasar dalam RPM<br />
<br />
<span style="font-weight: bold;">Hubungan antara beban, kecepatan dan torsi</span><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVSu8nG2b4F9BHR-nUGLH5WgwYBzuCofHFIt2TIiiMV2ZR_MieSAmXQezB98dig94hbzvAWHbRQlAPP7s-WuabzYcte1IHNVhdQM6BeeZIdU12KGXOh5sWpUIIZvlDNBa2Ij-lXHpWWec/s1600-h/Gb+9.+Grafik+Torsi+vs+Kecepatan+Motor+AC-Induksi.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5284164196340911170" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVSu8nG2b4F9BHR-nUGLH5WgwYBzuCofHFIt2TIiiMV2ZR_MieSAmXQezB98dig94hbzvAWHbRQlAPP7s-WuabzYcte1IHNVhdQM6BeeZIdU12KGXOh5sWpUIIZvlDNBa2Ij-lXHpWWec/s320/Gb+9.+Grafik+Torsi+vs+Kecepatan+Motor+AC-Induksi.jpg" style="cursor: hand; cursor: pointer; height: 236px; width: 320px;" /></a><br />
Gambar 9. Grafik Torsi vs Kecepatan Motor Induksi.<br />
<br />
Gambar 9 menunjukan grafik torsi vs kecepatan motor induksi AC tiga fase dengan arus yang sudah ditetapkan. Bila motor (Parekh, 2003): <br />
• Mulai menyala ternyata terdapat arus nyala awal yang tinggi dan torsi yang rendah (“pull-up torque”). <br />
• Mencapai 80% kecepatan penuh, torsi berada pada tingkat tertinggi (“pull-out torque”) dan arus mulai turun. <br />
• Pada kecepatan penuh, atau kecepatan sinkron, arus torsi dan stator turun ke nol. </span>Arief Hariohttp://www.blogger.com/profile/00033187674161337755noreply@blogger.com0tag:blogger.com,1999:blog-7497826395814186938.post-6523933230037067552011-07-06T16:06:00.000+07:002011-07-06T16:06:32.631+07:00Hukum-Hukum Dasar ListrikDalam dunia listrik dikenal beberapa hukum-hukum dasar listrik, yaitu:<br />
<a href="http://dunia-listrik.blogspot.com/2008/09/michael-faraday-1791-1867_10.html">1. Hukum Faraday</a><br />
2. Hukum Ampere-Biot-Savart<br />
3. Hukum Lenz<br />
4. Prinsip Konversi Energi Elektromekanik<br />
<br />
Kesemua hukum diatas, bersama dengan hukum kekekalan energi akan menjelaskan mengenai prinsip kerja dasar dari suatu mesin listrik dinamis.<br />
<br />
Artikel kali ini akan menjelaskan secara sederhana hubungan kesemua hukum tersebut. Selamat membaca dan semoga bermanfaat.<br />
<br />
<span style="font-weight: bold;">Hukum Faraday</span><br />
<br />
Michael faraday (1791-1867), seorang ilmuwan jenius dari inggris menyatakan bahwa:<br />
<span class="fullpost"><br />
<span style="font-style: italic;">1. Jika sebuah penghantar memotong garis-garis gaya dari suatu medan magnetik (flux) yang konstan, maka pada penghantar tersebut akan timbul tegangan induksi.<br />
2. Perubahan flux medan magnetik didalam suatu rangkaian bahan penghantar, akan menimbulkan tegangan induksi pada rangkaian tersebut.</span><br />
<br />
Kedua pernyataan beliau diatas menjadi hukum dasar listrik yang menjelaskan mengenai fenomena induksi elektromagnetik dan hubungan antara perubahan flux dengan tegangan induksi yang ditimbulkan dalam suatu rangkaian, aplikasi dari hukum ini adalah pada generator. Gambar 1 akan menjelaskan mengenai fenomena tersebut.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4q2mP5_xmOmw8-7UC8FFelYfwMFopyjzFFoiuMWJ48wT5CtormXKnt4AWQZoPmXPvyddPfMdEBAoq3lx70fpBTlwQ8XknHhZiRfHch6kMUcramQ_prEn4Uwpct8G98zc4whkCCslH3Tk/s1600-h/hukum+faraday-elektromagnetik.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5319985599903161026" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4q2mP5_xmOmw8-7UC8FFelYfwMFopyjzFFoiuMWJ48wT5CtormXKnt4AWQZoPmXPvyddPfMdEBAoq3lx70fpBTlwQ8XknHhZiRfHch6kMUcramQ_prEn4Uwpct8G98zc4whkCCslH3Tk/s320/hukum+faraday-elektromagnetik.jpg" style="cursor: hand; cursor: pointer; height: 320px; width: 267px;" /></a><br />
Gambar 1. Hukum Faraday, Induksi Elektromagnetik.<br />
<br />
<span style="font-weight: bold;">Hukum Ampere-Biot-Savart</span><br />
<br />
3 orang ilmuwan jenius dari perancis, Andre Marie Ampere (1775-1863), Jean Baptista Biot (1774-1862) dan Victor Savart (1803-1862) menyatakan bahwa: <br />
<br />
<span style="font-style: italic;">“Gaya akan dihasilkan oleh arus listrik yang mengalir pada suatu penghantar yang berada diantara medan magnetik”</span><br />
Hal ini juga merupakan kebalikan dari hukum faraday, dimana faraday memprediksikan bahwa tegangan induksi akan timbul pada penghantar yang bergerak dan memotong medan magnetik. Hukum ini diaplikasikan pada mesin-mesin listrik, dan gambar 2 akan menjelaskan mengenai fenomena tersebut.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfUxs1HsE_8HCZ7pwYWw0UpEl5c1RnCJNbNoeVoQlTQQhzHqXKnVuGQZ3xACG8ii-dGdIyvQsiTR-071eOYGSTxlNnLuE0LQe_LcMbjNuc8Nj4wfAlOtaSrjnA2UeosgKIVOMoJ0v4qS8/s1600-h/Hukum+ampere-biot-savart.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5319985596480018994" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfUxs1HsE_8HCZ7pwYWw0UpEl5c1RnCJNbNoeVoQlTQQhzHqXKnVuGQZ3xACG8ii-dGdIyvQsiTR-071eOYGSTxlNnLuE0LQe_LcMbjNuc8Nj4wfAlOtaSrjnA2UeosgKIVOMoJ0v4qS8/s320/Hukum+ampere-biot-savart.jpg" style="cursor: hand; cursor: pointer; height: 320px; width: 238px;" /></a><br />
Gambar 2. Hukum Ampere-Biot-Savart, Gaya induksi Elektromagnetik.<br />
<br />
<span style="font-weight: bold;">Hukum Lenz</span><br />
Pada tahun 1835 seorang ilmuwan jenius yang dilahirkan di Estonia, Heinrich Lenz (1804-1865) menyatakan bahwa:<br />
<br />
<span style="font-style: italic;">“arus induksi elektromagnetik dan gaya akan selalu berusaha untuk saling meniadakan (gaya aksi dan reaksi)”</span><br />
<br />
Sebagai contoh, jika suatu penghantar diberikan gaya untuk berputar dan memotong garis-garis gaya magnetik, maka pada penghantar tersebut akan timbul tegangan induksi (hukum faraday). Kemudian jika pada ujung-ujung penghantar tersebut saling dihubungkan maka akan mengalir arus induksi, dan arus induksi ini akan menghasilkan gaya pada penghantar tersebut (hukum ampere-biot-savart). Yang akan diungkapkan oleh Lenz adalah gaya yang dihasilkan tersebut berlawanan arah dengan arah gerakan penghantar tersebut, sehingga akan saling meniadakan.<br />
<br />
Hukum Lenz inilah yang menjelaskan mengenai prinsip kerja dari mesin listrik dinamis (mesin listrik putar) yaitu generator dan motor. <br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0n7PL2LO4aToEiSqNtAOpQHqo3d2BTOyU54pJz9h49K3i6Z6ejjbm0UpmurSIyGqm5Vm0VlqbL2SnsR4MuDoIbNx-4CWQvjMvXtdjhyphenhyphenXVNgP9pI4bDSszdq_hxZk40te-4u4iBFywTgo/s1600-h/hukum+Lenz.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5319985599782783442" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0n7PL2LO4aToEiSqNtAOpQHqo3d2BTOyU54pJz9h49K3i6Z6ejjbm0UpmurSIyGqm5Vm0VlqbL2SnsR4MuDoIbNx-4CWQvjMvXtdjhyphenhyphenXVNgP9pI4bDSszdq_hxZk40te-4u4iBFywTgo/s320/hukum+Lenz.jpg" style="cursor: hand; cursor: pointer; height: 307px; width: 320px;" /></a><br />
Gambar 3. Hukum Lenz- gaya aksi dan reaksi.<br />
<br />
<span style="font-weight: bold;">Konversi Energi Elektromekanik</span><br />
<br />
Ketiga hukum dasar listrik diatas terjadi pada proses kerja dari suatu mesin listrik dan hal ini merupakan prinsip dasar dari konversi energi. Secara garis besar, elektromekanik dari mesin listrik dinamis dinyatakan:<br />
<br />
<span style="font-style: italic;">“Semua energi listrik dan energi mekanik mengalir kedalam mesin, dan hanya sebagian kecil saja dari energi listrik dan energi mekanik yang mengalir keluar mesin (terbuang) ataupun disimpan didalam mesin itu sendiri, sedangkan energi yang terbuang tersebut dalam bentuk panas”</span><br />
<br />
Sedangkan hukum kekelan energi pertama menyatakan bahwa:<br />
<br />
<span style="font-style: italic;">“energi tidak dapat diciptakan, namun dapat berubah bentuk dari satu bentuk energi ke bentuk energi lainnya”</span><br />
<br />
Aplikasi dari 4 dasar prinsip kerja mesin listrik dinamis dan hukum kekalan energi digambarkan sebagai berikut:<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3TZ-1qzBP5F9R5lhGSqEMQacKcaY1ei-bm06zil4qFNfFLrfU-4Gi40HrhG2dcQs_aRUTxo_U-_NtGbj5zdMriS41RqvShs_zw5Zjm_A01_4KOQU5Hq1IJHbmiF14tkejcqzlPxwqhjo/s1600-h/konversi+energi+elektromekanik.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5319985606354928482" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3TZ-1qzBP5F9R5lhGSqEMQacKcaY1ei-bm06zil4qFNfFLrfU-4Gi40HrhG2dcQs_aRUTxo_U-_NtGbj5zdMriS41RqvShs_zw5Zjm_A01_4KOQU5Hq1IJHbmiF14tkejcqzlPxwqhjo/s320/konversi+energi+elektromekanik.jpg" style="cursor: hand; cursor: pointer; height: 320px; width: 278px;" /></a><br />
Gambar 4. Prinsip Konversi Energi Elektromekanik.<br />
<br />
Tanda positif (+) menunjukkan energi masuk, sedangkan tanda negatif (-) menunjukkan energi keluar. Panas yang dihasilkan dari suatu mesin yang sedang melakukan proses selalu dalam tanda negatif (-).<br />
<br />
Sedangkan untuk energi yang tersimpan, tanda positif (+) menujukkan peningkatan energi yang tersimpan, sedangkan tanda negatif (-) menunjukkan pengurangan energi yang tersimpan.<br />
<br />
Keseimbangan dari bentuk-bentuk energi diatas tergantung dari nilai efisiensi mesin dan sistem pendinginannya.<br />
<br />
semoga bermanfaat.<a href="http://dunia-listrik.blogspot.com/2008/09/michael-faraday-1791-1867_10.html">http://dunia-listrik.blogspot.com/2008/09/michael-faraday-1791-1867_10.html</a></span>Arief Hariohttp://www.blogger.com/profile/00033187674161337755noreply@blogger.com0tag:blogger.com,1999:blog-7497826395814186938.post-53520375846026206282011-07-06T16:05:00.000+07:002011-07-06T16:05:03.187+07:00Generator Set (GENSET)Ketika terjadi pemadaman catu daya utama (PLN) maka dibutuhkan suplai cadangan listrik dan pada kondisi tersebut Generator-Set diharapkan dapat mensuplai tenaga listrik terutama untuk beban-beban prioritas. Genset dapat digunakan sebagai sistem cadangan listrik atau "off-grid" (sumber daya yang tergantung atas kebutuhan pemakai). Genset sering digunakan oleh rumah sakit dan industri yang membutuhkan sumber daya yang mantap dan andal (tingkat keandalan pasokan yang tinggi), dan juga untuk area pedesaan yang tidak ada akses untuk secara komersial dipasok listrik melalui jaringan distribusi PLN yang ada.<br />
<br />
Suatu mesin diesel generator set terdiri dari:<span class="fullpost"><br />
1. Prime mover atau pengerak mula, dalam hal ini mesin diesel (dalam bahasa inggris disebut diesel engine)<br />
2. Generator<br />
3. AMF (Automatic Main Failure) dan ATS (Automatic Transfer Switch)<br />
4. Baterai dan Battery Charger<br />
5. Panel ACOS (Automatic Change Over Switch) <br />
6. Pengaman untuk Peralatan<br />
7. Perlengkapan Instalasi Tenaga<br />
<br />
<span style="font-weight: bold;">Mesin Diesel</span><br />
<br />
Mesin diesel termasuk mesin dengan pembakaran dalam atau disebut dengan motor bakar, ditinjau dari cara memperoleh energi termalnya (energi panas). Untuk membangkitkan listrik, sebuah mesin diesel dihubungkan dengan generator dalam satu poros (poros dari mesin diesel dikopel dengan poros generator).<br />
<br />
Keuntungan pemakaian mesin diesel sebagai penggerak mula:<br />
* Desain dan instalasi sederhana<br />
* Auxilary equipment (peralatan bantu) sederhana<br />
* Waktu pembebanan relatif singkat<br />
<br />
Kerugian pemakaian mesin diesel sebagai Penggerak mula:<br />
*Berat mesin sangat berat karena harus dapat menahan getaran serta kompresi yang tinggi.<br />
* Starting awal berat, karena kompresinya tinggi yaitu sekitar 200 bar.<br />
* Semakin besar daya maka mesin diesel tersebut dimensinya makin besar pula, hal tersebut menyebabkan kesulitan jika daya mesinnya sangat besar. <br />
* Konsumsi bahan bakar menggunakan bahan bakar minyak yang relatif lebih mahal dibandingkan dengan pembangkit listrik yang menggunakan bahan bakar jenis lainnya, seperti gas dan batubara.<br />
<br />
<span style="font-weight: bold;">Cara Kerja Mesin Diesel</span><br />
<br />
Prime mover atau penggerak mula merupakan peralatan yang berfungsi menghasilkan energi mekanis yang diperlukan untuk memutar rotor generator. Pada mesin diesel/diesel engine terjadi penyalaan sendiri, karena proses kerjanya berdasarkan udara murni yang dimampatkan di dalam silinder pada tekanan yang tinggi (± 30 atm), sehingga temperatur di dalam silinder naik. Dan pada saat itu bahan bakar disemprotkan dalam silinder yang bersuhu dan bertekanan tinggi melebihi titik nyala bahan bakar sehingga bahan bakar yang diinjeksikan akan terbakar secara otomatis. Penambahan panas atau energi senantiasa dilakukan pada tekanan yang konstan.<br />
<br />
Tekanan gas hasil pembakaran bahan bakar dan udara akan mendorong torak yang dihubungkan dengan poros engkol menggunakan batang torak, sehingga torak dapat bergerak bolak-balik (reciprocating). Gerak bolak-balik torak akan diubah menjadi gerak rotasi oleh poros engkol (crank shaft). Dan sebaliknya gerak rotasi poros engkol juga diubah menjadi gerak bolak-balik torak pada langkah kompresi.<br />
<br />
Berdasarkan cara menganalisa sistim kerjanya, motor diesel dibedakan menjadi dua, yaitu motor diesel yang menggunakan sistim airless injection (solid injection) yang dianalisa dengan siklus dual dan motor diesel yang menggunakan sistim air injection yang dianalisa dengan siklus diesel (sedangkan motor bensin dianalisa dengan<br />
siklus otto).<br />
<br />
Perbedaan antara motor diesel dan motor bensin yang nyata adalah terletak pada proses pembakaran bahan bakar, pada motor bensin pembakaran bahan bakar terjadi karena adanya loncatan api listrik yang dihasilkan oleh dua elektroda busi (spark plug), sedangkan pada motor diesel pembakaran terjadi karena kenaikan temperatur campuran udara dan bahan bakar akibat kompresi torak hingga mencapai temperatur nyala. Karena prinsip penyalaan bahan bakarnya akibat tekanan maka motor diesel juga disebut compression ignition engine sedangkan motor bensin disebut spark ignition engine.<br />
<br />
<a href="http://gudangilmu.org/gudangilmu_v2/wp-content/uploads/2008/01/2tak_diesel_engine.gif"><img alt="" border="0" src="http://gudangilmu.org/gudangilmu_v2/wp-content/uploads/2008/01/2tak_diesel_engine.gif" style="cursor: hand; cursor: pointer; height: 212px; width: 334px;" /></a><br />
<br />
Pada mesin diesel, piston melakukan 2 langkah pendek menuju kepala silinder pada setiap langkah daya.<br />
1. Langkah ke atas yang pertama merupakan langkah pemasukan dan penghisapan, di sini udara dan bahan bakar masuk sedangkan poros engkol berputar ke bawah.<br />
2. Langkah kedua merupakan langkah kompresi, poros engkol terus berputar menyebabkan torak naik dan menekan bahan bakar sehingga terjadi pembakaran. Kedua proses ini (1 dan 2) termasuk proses pembakaran.<br />
3. Langkah ketiga merupakan langkah ekspansi dan kerja, di sini kedua katup yaitu katup isap dan buang tertutup sedangkan poros engkol terus berputar dan menarik kembali torak ke bawah.<br />
4. Langkah keempat merupakan langkah pembuangan, disini katup buang terbuka dan menyebabkan gas akibat sisa pembakaran terbuang keluar. Gas dapat keluar karena pada proses keempat ini torak kembali bergerak naik keatas dan menyebabkan gas dapat keluar. Kedua proses terakhir ini (3 dan 4) termasuk proses pembuangan.<br />
5. Setelah keempat proses tersebut, maka proses berikutnya akan mengulang kembali proses yang pertama, dimana udara dan bahan bakar masuk kembali.<br />
<br />
Berdasarkan kecepatan proses diatas maka mesin diesel dapat digolongkan menjadi 3 bagian, yaitu:<br />
1. Diesel kecepatan rendah (< 400 rpm)<br />
2. Diesel kecepatan menengah (400 - 1000 rpm)<br />
3. Diesel kecepatan tinggi ( >1000 rpm) <br />
<br />
<span style="font-style: italic;">Sistem starting</span> atau proses untuk menghidupkan/menjalankan mesin diesel dibagi menjadi 3 macam sistem starting yaitu: <br />
<br />
1. Sistem Start Manual<br />
Sistem start ini dipakai untuk mesin diesel dengan daya mesin yang relatif kecil yaitu < 30 PK. Cara untuk menghidupkan mesin diesel pada sistem ini adalah dengan menggunakan penggerak engkol start pada poros engkol atau poros hubung yang akan digerakkan oleh tenaga manusia. Jadi sistem start ini sangat bergantung pada faktor manusia sebagai operatornya.<br />
<br />
2. Sistem Start Elektrik<br />
Sistem ini dipakai oleh mesin diesel yang memiliki daya sedang yaitu < 500 PK. Sistem ini menggunakan motor DC dengan suplai listrik dari baterai/accu 12 atau 24 volt untuk menstart diesel. Saat start, motor DC mendapat suplai listrik dari baterai atau accu dan menghasilkan torsi yang dipakai untuk menggerakkan diesel sampai mencapai putaran tertentu. Baterai atau accu yang dipakai harus dapat dipakai untuk menstart sebanyak 6 kali tanpa diisi kembali, karena arus start yang dibutuhkan motor DC cukup besar maka dipakai dinamo yang berfungsi sebagai generator DC. Pengisian ulang baterai atau accu digunakan alat bantu berupa battery charger dan pengaman tegangan. Pada saat diesel tidak bekerja maka battery charger mendapat suplai listrik dari PLN, sedangkan pada saat diesel bekerja maka suplai dari battery charger didapat dari generator. Fungsi dari pengaman tegangan adalah untuk memonitor tegangan baterai atau accu. Sehingga apabila tegangan dari baterai atau accu sudah mencapai 12/24 volt, yang merupakan tegangan standarnya, maka hubungan antara battery charger dengan baterai atau accu akan diputus oleh pengaman tegangan.<br />
<br />
3. Sistem Start Kompresi<br />
Sistem start ini dipakai oleh diesel yang memiliki daya besar yaitu > 500 PK. Sistem ini memakai motor dengan udara bertekanan tinggi untuk start dari mesin diesel. Cara kerjanya yaitu dengan menyimpan udara ke dalam suatu botol udara. Kemudian udara tersebut dikompresi sehingga menjadi udara panas dan bahan bakar solar dimasukkan ke dalam Fuel Injection Pump serta disemprotkan lewat nozzle dengan tekanan tinggi. Akibatnya akan terjadi pengkabutan dan pembakaran di ruang bakar. Pada saat tekanan di dalam tabung turun sampai batas minimum yang ditentukan, maka kompressor akan secara otomatis menaikkan tekanan udara di dalam tabung hingga tekanan dalam tabung mencukupi dan siap dipakai untuk melakukan starting mesin diesel.<br />
<br />
<span style="font-weight: bold;">AMF (Automatic Main Failure) dan ATS (Automatic Transfer Switch)</span><br />
<br />
<a href="http://www.caturmukti.com/manager/images/product/ats1.jpg"><img alt="" border="0" src="http://www.caturmukti.com/manager/images/product/ats1.jpg" style="cursor: hand; cursor: pointer; height: 395px; width: 580px;" /></a><br />
<br />
AMF merupakan alat yang berfungsi menurunkan downtime dan meningkatkan keandalan sistem catu daya listrik. AMF dapat mengendalikan transfer Circuit Breaker (CB) atau alat sejenis, dari catu daya utama (PLN) ke catu daya cadangan (genset) dan sebaliknya. Dan ATS merupakan pelengkap dari AMF dan bekerja secara bersama-sama. <br />
<br />
<span style="font-weight: bold;">Cara Kerja AMF dan ATS </span><br />
<br />
Automatic Main Failure (AMF) dapat mengendalikan transfer suatu alat dari suplai utama ke suplai cadangan atau dari suplai cadangan ke suplai utama.AMF akan beroperasi saat catu daya utama (PLN) padam dengan mengatur catu daya cadangan (genset). AMF dapat mengatur genset beroperasi jika suplai utama dari PLN mati dan memutuskan genset jika suplai utama dari PLN hidup lagi. <br />
<br />
<span style="font-weight: bold;">Baterai (baterry dan accu)</span> <br />
<br />
Battery merupakan suatu proses pengubahan energi kimia menjadi energi listrik yang berupa sel listrik. Pada dasarnya sel listrik terdiri dari dua buah logam/ konduktor yang berbeda dicelupkan ke dalam larutan maka akan bereaksi secara kimia dan menghasilkan gaya gerak listrik antara kedua konduktor tersebut. Proses pengisian battery dilakukan dengan cara mengalirkan arus melalui sel-sel dengan arah yang berlawanan dengan aliran arus dalam proses pengosongan sehingga sel akan dikembalikan dalam keadaan semula. Battery yang digunakan pada sistem otomatis GenSet berfungsi sebagai sumber arus DC pada starting diesel. <br />
<br />
<span style="font-weight: bold;">Battery Charger </span><br />
<br />
Alat ini berfungsi untuk proses pengisian battery dengan mengubah tegangan PLN 220V atau dari generator itu sendiri menjadi 12/24 V menggunakan rangkaian penyearah. Battery Charger ini biasanya dilengkapi dengan pengaman hubung singkat (Short Circuit) berupa sekering/ fuse.<br />
<br />
<span style="font-weight: bold;">Panel ACOS </span><br />
<a href="http://www.tredintechnologies.com/1%20of%204x1000A%20Automatic%20Changeover%20Switch%20Procured%20for%20SPDC%20West.JPG"><img alt="" border="0" src="http://www.tredintechnologies.com/1%20of%204x1000A%20Automatic%20Changeover%20Switch%20Procured%20for%20SPDC%20West.JPG" style="cursor: hand; cursor: pointer; height: 384px; width: 512px;" /></a><br />
ACOS (Automatic Change Over Switch) merupakan panel pengendalian generator dan terdapat beberapa tombol yang masing-masing mempunyai fungsi yang berbeda. <br />
Tombol pengontrol operasi Gen Set automatic, antara lain yaitu :<br />
Off, Automatic, Trial Service, Manual Service, Manual Starting, Manual Stoping, Signal Test, Horn Off, Release, Start, Start Fault, Engine Running, Supervision On, Low Oil Pressure, Temperature To High, Generator Over Load. <br />
<br />
<span style="font-weight: bold;">Sistem Pengaman Genset</span><br />
<br />
Sistem pengaman harus dapat bekerja cepat dan tepat dalam mengisolir gangguan agar tidak terjadi kerusakan fatal. Proteksi pada mesin generator ada dua macam yaitu :<br />
1) Pengaman alarm<br />
Bertujuan memberitahukan kepada operator bahwa ada sesuatu yang tidak normal dalam operasi mesin generator dan agar operator segera bertindak. <br />
2) Pengaman trip<br />
Berfungsi untuk menghindarkan mesin generator dari kemungkinan kerusakan karena ada sistem yang berfungsi tidak normal maka mesin akan stop secara otomatis.<br />
Jenis pengaman trip antara lain :<br />
1) Putaran lebih (over speed)<br />
2) Temperatur air pendingin tinggi <br />
3) Tekanan minyak pelumas rendah<br />
4) Emergency stop<br />
5) Reverse power <br />
<br />
<span style="font-weight: bold;">Pentanahan (grounding)</span> <br />
<br />
a) Pentanahan sistem, pentanahan untuk suatu titik pada penghantar arus dari sistem. Pada umumnya titik tersebut adalah titik netral dari suatu mesin, transformator, atau untuk rangkaian listrik tertentu.<br />
b) Pentanahan peralatan sistem, pentanahan untuk suatu bagian yang tidak membawa arus dari sistem, misalnya : Semua logam seperti saluran tempat kabel, kerangka mesin, batang pemegang sakelar, penutup kotak sakelar. <br />
<br />
<span style="font-weight: bold;">Relay pengaman pada genset: </span><br />
<br />
a) Relay arus lebih <br />
Thermal Over Load Relay (TOLR) digunakan untuk melindungi motor dan perlengkapan kendali motor dari kerusakan akibat beban lebih atau terjadinya hubungan singkat antar hantaran yang menuju jaring atau antar fasa.<br />
b) Relay tegangan lebih <br />
bekerja bila tegangan yang dihasilkan generator melebihi batas nominalnya.<br />
c) Relay diferensial <br />
bekerja atas dasar perbandingan tegangan atau perbandingan arus, yaitu besarnya arus sebelum lilitan stator dengan arus yang mengalir pada hantaran yang menuju jaring-jaring. <br />
d) Relay daya balik <br />
berfungsi untuk mendeteksi aliran daya aktif yang masuk ke arah generator.<br />
<br />
<span style="font-weight: bold;">Sekering</span><br />
<br />
berungsi untuk mengamankan peralatan atau instalasi listrik dari gangguan hubung singkat <br />
Jika suatu sekering dilewati arus di atas arus kerjanya, maka pada waktu tertentu sekering tersebut akan lebur (putus). Besarnya arus yang dapat meleburkan suatu sekering dalam waktu 4 jam dibagi arus kerja disebut faktor peleburan berkisar 1 hingga 1,5.<br />
<br />
*) Gambar langkah kerja piston pada mesin diesel milik gudangilmu.org<br />
*) Gambar ATS dan AMF milik caturmukti.com<br />
*) Gambar panel ACOS milik tredintechnologies.com</span><br />
<span class="fullpost"><br />
Semoga bermanfaat,<br />
</span>Arief Hariohttp://www.blogger.com/profile/00033187674161337755noreply@blogger.com0tag:blogger.com,1999:blog-7497826395814186938.post-27498216480490124812011-07-06T16:04:00.000+07:002011-07-06T16:04:01.530+07:00kode angka dalam sistem kelistrikanDalam single-line diagram (diagram garis tunggal) suatu sistem instalasi, maka akan kita jumpai kode-kode angka pada keterangan gambarnya, hal ini dimaksudkan untuk mempermudah kita dalam membuat penamaan suatu peralatan.<br />
<br />
Adalah ANSI (American National Standards Institute) yang membuat standarisasi kode angka tersebut. Kode angka yang tertera, kadang ditambahkan juga dengan huruf alphabet yang akan memberikan keterangan tambahan, <span class="fullpost">sebagai contoh kode 51G yang berarti untuk OverCurrent Ground Relay, lalu 50N yang mengindikasikan alat Ground Sensitive OverCurrent Relay dengan rujukan pembacaan arus Netralnya, dan ada juga 87T yang artinya untuk peralatan Differential Relay yang digunakan pada Transformator.<br />
<br />
Berikut daftar dari kode-kode angka tersebut:<br />
<br />
1 - Master Element <br />
2 - Time Delay Starting or Closing Relay <br />
3 - Checking or Interlocking Relay <br />
4 - Master Contactor <br />
5 - Stopping Device <br />
6 - Starting Circuit Breaker <br />
7 - Anode Circuit Breaker <br />
8 - Control Power Disconnecting Device <br />
9 - Reversing Device <br />
10 - Unit Sequence Switch <br />
11 - Reserved for future application <br />
12 - Overspeed Device <br />
13 - Synchronous-speed Device <br />
14 - Underspeed Device <br />
15 - Speed - or Frequency, Matching Device <br />
16 - Reserved for future application <br />
17 - Shunting or Discharge Switch <br />
18 - Accelerating or Decelerating Device <br />
19 - Starting to Running Transition Contactor <br />
20 - Electrically Operated Valve <br />
21 - Distance Relay <br />
22 - Equalizer Circuit Breaker <br />
23 - Temperature Control Device <br />
24 - Over-Excitation Relay (V/Hz) <br />
25 - Synchronizing or Synchronism-Check Device <br />
26 - Apparatus Thermal Device <br />
27 - Undervoltage Relay <br />
28 - Flame Detector <br />
29 - Isolating Contactor <br />
30 - Annunciator Relay <br />
31 - Separate Excitation Device <br />
32 - Directional Power Relay <br />
33 - Position Switch <br />
34 - Master Sequence Device <br />
35 - Brush-Operating or Slip-Ring Short-Circuiting, Device <br />
36 - Polarity or Polarizing Voltage Devices <br />
37 - Undercurrent or Underpower Relay <br />
38 - Bearing Protective Device <br />
39 - Mechanical Conduction Monitor <br />
40 - Field Relay <br />
41 - Field Circuit Breaker <br />
42 - Running Circuit Breaker <br />
43 - Manual Transfer or Selector Device <br />
44 - Unit Sequence Starting Relay <br />
45 - Atmospheric Condition Monitor <br />
46 - Reverse-phase or Phase-Balance Current Relay <br />
47 - Phase-Sequence Voltage Relay <br />
48 - Incomplete Sequence Relay <br />
49 - Machine or Transformer, Thermal Relay <br />
50 - Instantaneous Overcurrent or Rate of Rise, Relay<br />
51 - AC Time Overcurrent Relay<br />
52 - AC Circuit Breaker<br />
53 - Exciter or DC Generator Relay<br />
54 - High-Speed DC Circuit Breaker<br />
55 - Power Factor Relay<br />
56 - Field Application Relay<br />
57 - Short-Circuiting or Grounding (Earthing) Device<br />
58 - Rectification Failure Relay<br />
59 - Overvoltage Relay<br />
60 - Voltage or Current Balance Relay<br />
61 - Machine Split Phase Current Balance<br />
62 - Time-Delay Stopping or Opening Relay<br />
63 - Pressure Switch<br />
64 - Ground (Earth) Detector Relay<br />
65 - Governor<br />
66 - Notching or Jogging Device<br />
67 - AC Directional Overcurrent Relay<br />
68 - Blocking Relay<br />
69 - Permissive Control Device<br />
70 - Rheostat<br />
71 - Level Switch<br />
72 - DC Circuit Breaker<br />
73 - Load-Resistor Contactor<br />
74 - Alarm Relay<br />
75 - Position Changing Mechanism<br />
76 - DC Overcurrent Relay<br />
77 - Pulse Transmitter<br />
78 - Phase-Angle Measuring or Out-of-Step Protective Relay<br />
79 - AC Reclosing Relay<br />
80 - Flow Switch<br />
81 - Frequency Relay<br />
82 - DC Reclosing Relay<br />
83 - Automatic Selective Control or Transfer Relay<br />
84 - Operating Mechanism<br />
85 - Carrier or Pilot-Wire Receiver Relay<br />
86 - Lockout Relay<br />
87 - Differential Protective Relay<br />
88 - Auxiliary Motor or Motor Generator<br />
89 - Line Switch<br />
90 - Regulating Device<br />
91 - Voltage Directional Relay<br />
92 - Voltage and Power Directional Relay<br />
93 - Field Changing Contactor<br />
94 - Tripping or Trip-Free Relay<br />
95 - Reluctance Torque Synchrocheck<br />
96 - Autoloading Relay<br />
<br />
Semoga bermanfaat,</span>Arief Hariohttp://www.blogger.com/profile/00033187674161337755noreply@blogger.com0tag:blogger.com,1999:blog-7497826395814186938.post-32673544226369223032011-07-06T10:02:00.002+07:002011-07-06T10:02:51.844+07:00Teori Pembangunan Ekonomi Habibie<div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Menjadi pimpinan di Industri Pesawat Terbang skala besar di Jerman selama bertahun-tahun memberikan inspirasi dan mempengaruhi pemikiran Habibie. Berlandaskan pengalaman itu, Habibie memiliki keyakinan bahwa untuk bisa menjadi negara maju tidak selalu perlu melewati “tahap-tahap” pembangunan yakni pertanian/agraris industri pengolahan pertanian, manufaktur, industri teknologi rendah/menengah baru ke teknologi tinggi. Ia mengemukan teori pembangunan ekonomi negara yang berbeda yakni “<strong>Dari negara agraris langsung melompat ke tahap negara industri teknologi tinggi”</strong>, tanpa harus menunggu dan melewati kematangan indsutri pertanian, atau tahapan industri manufaktur serta teknologi rendah.</div><blockquote style="background-attachment: initial; background-clip: initial; background-color: #e7e6e2; background-image: url(http://s1.wp.com/wp-content/themes/pub/vigilance/images/blockquote.gif); background-origin: initial; background-position: 0% 0%; background-repeat: no-repeat no-repeat; color: #141310; display: block; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 14px; font-style: italic; line-height: 22px; margin-bottom: 20px; margin-left: 0px; margin-right: 0px; margin-top: 20px; padding-bottom: 10px; padding-left: 45px; padding-right: 20px; padding-top: 20px;"><div style="font-size: 1em; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">“The basis of any modern economy is in their capability of using their renewable human resources. The best renewable human resources are those human resources which are in a position to contribute to a product which uses a mixture of high-tech.” (Sumber : <cite><a href="http://news.bbc.co.uk/1/hi/world/analysis/58602.stm" rel="nofollow" style="color: #1e00ff; font-weight: bold; text-decoration: none;" title="http://news.bbc.co.uk/1/hi/world/analysis/58602.stm">BBC: BJ Habibie Profile -1998</a>.)</cite></div></blockquote><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Dari teori pembangunan ekonomi tersebut, Habibie sangat menekankan pada kualitas SDM bukan semata SDA. Dengan meningkatkan sumber daya manusia (human resources), maka kita dapat membuat produk berteknologi tinggi dimana memiliki nilai jual yang tinggi. Hal ini pun akan mentriger berdirinya perusahaan-perusahaan pendukung dengan teknologi lebih rendah. Jadi, prinsip pembangunan industri ala Habibie adalah Top-Down (dari tinggi hingga ke rendah). Sedangkan secara konvensional adalah dari Down-Top (dari industri teknologi rendah ke teknologi tinggi).</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Selama masa pengabdiannya di Indonesia, Habibie memegang 47 jabatan penting seperti : Direkur Utama (Dirut) PT. Industri Pesawat Terbang Nasional (IPTN), Dirut PT Industri Perkapalan Indonesia (PAL), Dirut PT Industri Senjata Ringan (PINDAD), Kepala Otorita Pengembangan Daerah Industri Pulau Batam, Kepala BPPT, Kepala BPIS, Ketua ICMI, dan masih banyak lagi.</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span style="color: #ff6600;"><strong>Habibie : Bapak Demokrasi Indonesia</strong></span></div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><strong></strong></div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Ketika mendapat amanah menjadi Presiden RI ke-3, kondisi ekonomi, sosial, stabilitas politik, keamanan di Indonesia berada di ujung tanduk “revolusi”. Dengan mengambil kebijakan yang salah serta pengelolaan ekonomi yang tidak tepat, maka Indonesia 1998 berpotensi masuk dalam era “chaos” ataupun revolusi berdarah. (<em>catatan : perlu diingat bahwa reformasi 1998 menelan ratusan bahkan ribuan korban pembunuhan dan pemerkosaan serta serangkaian kerusuhan, penjarahan, pembakaran, yang terutama ditujukan pada etnis Tionghoa</em>). Untungnya di tahun 1998, Indonesia tidak masuk dalam era revolusi jilid-2 namun hanya masuk dalam era reformasi.</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Belajar dari kesalahan presiden pendahulunya, Jenderal Soeharto, Presiden Habibie memimpin Indonesia dengan cermat, cepat, telaten, rasional dan reformis. Habibie menunjukkan perhatiannya terhadap keinginan bangsa untuk lebih mengerti dan menerapkan prinsip umum demokrasi. Perhatiannya didasarkan pada pengamatan Habibie pada pemerintahan Orde Lama dan sebagai pejabat pada masa Orde Baru, dimana telah mengarahkan beliau untuk mempelajari situasi yang ada. Melalui proses yang sistematik, menyeluruh, dan menyatu, Habibie mengembangkan sebuah konsep yang lebih jelas, sebuah pengejewantahan dari proaktif dan prediksi preventive atas interpretasi dari demokrasi sebagai sebuah mesin politik. Konsep ini kemudian diimplementasikan dalam berbagai agenda politik, ekonomi, hukum dan keamanan seperti:</div><ul style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 13px; line-height: 22px; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 10px; margin-left: 10px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><li style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(http://s1.wp.com/wp-content/themes/pub/vigilance/images/list-star.gif); background-origin: initial; background-position: 0px 0.3em; background-repeat: no-repeat no-repeat; display: block; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 5px; padding-bottom: 0px; padding-left: 17px; padding-right: 0px; padding-top: 0px;">Kebebasan multi partai dalam pemilu (UU 2 tahun 1999)</li>
<li style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(http://s1.wp.com/wp-content/themes/pub/vigilance/images/list-star.gif); background-origin: initial; background-position: 0px 0.3em; background-repeat: no-repeat no-repeat; display: block; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 5px; padding-bottom: 0px; padding-left: 17px; padding-right: 0px; padding-top: 0px;">Undang Undang anti monopoli (UU 5 tahun 1999)</li>
<li style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(http://s1.wp.com/wp-content/themes/pub/vigilance/images/list-star.gif); background-origin: initial; background-position: 0px 0.3em; background-repeat: no-repeat no-repeat; display: block; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 5px; padding-bottom: 0px; padding-left: 17px; padding-right: 0px; padding-top: 0px;">Kebijakan Independensi BI agar bebas dari pengaruh Presiden (UU 23 tahun 1999)</li>
<li style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(http://s1.wp.com/wp-content/themes/pub/vigilance/images/list-star.gif); background-origin: initial; background-position: 0px 0.3em; background-repeat: no-repeat no-repeat; display: block; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 5px; padding-bottom: 0px; padding-left: 17px; padding-right: 0px; padding-top: 0px;">Kebebasan berkumpul dan berbicara, (selanjutnya masyarakat lebih mengenal istilah demonstrasi)</li>
<li style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(http://s1.wp.com/wp-content/themes/pub/vigilance/images/list-star.gif); background-origin: initial; background-position: 0px 0.3em; background-repeat: no-repeat no-repeat; display: block; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 5px; padding-bottom: 0px; padding-left: 17px; padding-right: 0px; padding-top: 0px;">Pengakuan Hak Asasi Manusia (UU 39 tahun 1999)</li>
<li style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(http://s1.wp.com/wp-content/themes/pub/vigilance/images/list-star.gif); background-origin: initial; background-position: 0px 0.3em; background-repeat: no-repeat no-repeat; display: block; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 5px; padding-bottom: 0px; padding-left: 17px; padding-right: 0px; padding-top: 0px;">Kebebasan pers dan media,</li>
<li style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(http://s1.wp.com/wp-content/themes/pub/vigilance/images/list-star.gif); background-origin: initial; background-position: 0px 0.3em; background-repeat: no-repeat no-repeat; display: block; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 5px; padding-bottom: 0px; padding-left: 17px; padding-right: 0px; padding-top: 0px;">Usaha usaha menciptakan pemerintahan yang efektif dan efisien yang bebas dari korupsi, kolusi, dan nepotisme atau dengan kata lain adalah pemerintahan yang baik dan bersih. (Membuat UU Pemberantasan Tindak Korupsi pada tahun 1999)</li>
<li style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(http://s1.wp.com/wp-content/themes/pub/vigilance/images/list-star.gif); background-origin: initial; background-position: 0px 0.3em; background-repeat: no-repeat no-repeat; display: block; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 5px; padding-bottom: 0px; padding-left: 17px; padding-right: 0px; padding-top: 0px;">Penghormatan terhadap badan badan hukum dan berbagai institusi lainnya yang dibentuk atas prinsip demokrasi;</li>
<li style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(http://s1.wp.com/wp-content/themes/pub/vigilance/images/list-star.gif); background-origin: initial; background-position: 0px 0.3em; background-repeat: no-repeat no-repeat; display: block; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 5px; padding-bottom: 0px; padding-left: 17px; padding-right: 0px; padding-top: 0px;">Pembebasan tahanan-tahanan politik tanpa syarat, (eg. Sri Bintang Pamungkas dan Muktar Pakpahan)</li>
<li style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(http://s1.wp.com/wp-content/themes/pub/vigilance/images/list-star.gif); background-origin: initial; background-position: 0px 0.3em; background-repeat: no-repeat no-repeat; display: block; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 5px; padding-bottom: 0px; padding-left: 17px; padding-right: 0px; padding-top: 0px;">Pemisahan Kesatuan Polisi dari Angkatan Bersenjata.</li>
</ul><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Dalam waktu yang relatif singkat sebagai Presiden RI, Habibie telah memelihara pandangan modern beliau dalam demokrasi dan mengimplementasikannya dalam setiap proses pembuatan keputusan. Peran penting Habibie dalam percepatan proses demokrasi di Indonesia dikenal baik oleh masyarakat nasional ataupun internasional sehingga beliau dianggap sebagai “<strong>Bapak Demokrasi</strong>“. Komitmen beliau terhadap demokrasi adalah nyata. Ketika MPR, institusi tertinggi di Indonesia yang memiliki wewenang untuk memilih Presiden dan Wakil Presiden, menolak pidato pertanggung-jawaban Habibie (<em>masalah referendum Timor-Timu</em>r), Habibie secara berani mengundurkan diri dari pemilihan Presiden yang baru pada tahun 1999. Beliau melakukan ini, selain penolakan MPR atas pidatonya tidak mengekang beliau untuk terus ikut serta dalam pemilihan, dan keyakinan dari pendukung beliau bahwa beliau akan tetap bisa unggul dari kandidat Presiden lainnya, karena yakin bahwa sekali pidatonya ditolak oleh MPR akan menjadi tidak etis baginya untuk terus ikut dalam pemilihan. Keputusan ini juga dimaksudkan sebagai pendidikan politik dari arti sebuah demokrasi.</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Karena “demokratis”-nya Habibie, maka iapun memberikan opsi referendum bagi rakyat Timor-Timur untuk menentukan sikap masa depannya. Namun, perlu dicatat bahwa Habibie bukanlah orang yang bodoh dengan mudah memberikan opsi referendum tanpa alasan yang jelas dan tepat. Habibie sebagai Presiden RI memberikan opsi referendum kepada rakyat Timor-Timur mengingat bahwa Timor-Timur tidak masuk dalam peta wilayah Indonesia sejak deklarasi kemerdekaan Indonesia pada tanggal 17 Agustus 1945. Secara yuridis, wilayah kesatuan negara Indonesai sejak 17 Agustus 1945 adalah wilayah bekas kekuasaan kolonialisme Belanda yakni dari Sabang (Aceh) hingga Merauke (Irian Jaya/ Papua). Ketika Indonesia merdeka, Timor-Timur merupakan wilayah jajahan Portugis, dan bergabung bersama Indonesia dengan dukungan kontak senjata.</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Bagi sebagian orang menganggap bahwa masuknya militer Indonesia di Timor-Timur merupakan bentuk neo-kolonialisme baru (<em>penjajahan modern</em>) dari Indonesia pada tahun 1975. Seharusnya Indonesia tidak ikut campur pada proses kemerdekaan Timor-Timur dari penjajahan Portugis. Jadi, kita dapat memahami dibalik landasan Habibie dimana provinsi Timor-Timur lepas dari Negara Kesatuan Republik Indonesia. Perlu dicatat bahwa kasus Aceh dan Papua berbeda dengan Timor-Timur.</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span style="color: #ff6600;"><strong>Habibie : Master of Economic</strong></span></div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Sejak era reformasi 1998, tampaknya hanya Habibie yang menjadi presiden yang benar-benar sukses mengelola ekonomi dengan baik. Dalam kondisi yang amburadul, kacau balau baik dalam bidang ekonomi, politik, sosial dan tiada hari tanpa demonstrasi, Habibie mampu membawa ekonomi Indonesia yang lebih baik.</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Meskipun Presiden Singapura Lee Kuan Yeew berusaha mendiskritkan kemampuan Habibie untuk memimpin Indonesia, toh Habibie menunjukkan bukti. Ketika banyak orang yang menyangsikan bahwa Habibie mampu bertahan selama 3 hari sebagai Presiden, namun semua dapat dilalui. Lalu, pihak-pihak yang tidak suka dengan Habibie pun menyampaikan opini bahwa Habibie tidak mampu bertahan lebih dari 100 hari. Sekali lagi, Habibie membuktikan bahwa ia mampu memimpin Indonesia dalam kondisi kritis.</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Dari nilai tukar rupiah Rp 15000 per dollar diawal jabatannya, Habibie mampu membawa nilai tukar rupiah ke posisi Rp 7000 per dollar. Ketika inflasi mencapai 76% pada periode Januari-September 1998, setahun kemudian Habibie mampu mengendalikan harga barang dan jasa dengan kenaikan 2% pada periode Januari-September 1999. Indeks IHSG naik dari 200 poin menjadi 588 poin setelah 17 bulan memimpin. Tentu, indikator-indikator kesuksesan ekonomi era Habibie tidak dapat diikuti dengan baik oleh masa pemerintah Megawati maupun SBY.</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Beberapa keberhasilan ekonomi di era Habibie sebenarnya tidak lepas dari usaha keras dan perubahan mendasar dari para tokoh reformis yang duduk di kabinet seperti Adi Sasono (Men. Koperasi), Soleh Salahuddin (Men. Kehutanan dan Perkebunan), Tanri Abeng (Men. BUMN). Namun, perlu disadari bahwa Habibie bukanlah presiden yang benar-benar reformis dalam menolak kebijakan ekonomi ala IMF. Dengan keterbatasannya, beliau terpaksa menjalana 50 butir kesepakatan (LoI) antara pemerintah Indonesia dengan IMF, sehingga penangganan krisis ekonomi di Indonesia pada hakikatnya lebih pada penyembuhan dengan “obat generik”, bukan penyembuhan ekonomi “terapis” ataupun “obat tradisional”. Sehingga ketika meninggalkan tampuk kekuasaan, Indonesia masih rapuh.</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Disisi lain, Habibie masih sangat mempercayai tokoh-tokoh Orba duduk di kabinetnya, padahal masyarakat menuntut reformasi. Dan tampaknya, Habibie memang menempatkan dirinya sebagai Presiden Transisi, bukan Presiden yang Reformis.</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: #ff6600;"><strong>Habibie : Cendekiawan Muslim</strong></span></div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><strong></strong></div><blockquote style="background-attachment: initial; background-clip: initial; background-color: #e7e6e2; background-image: url(http://s1.wp.com/wp-content/themes/pub/vigilance/images/blockquote.gif); background-origin: initial; background-position: 0% 0%; background-repeat: no-repeat no-repeat; color: #141310; display: block; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 14px; font-style: italic; line-height: 22px; margin-bottom: 20px; margin-left: 0px; margin-right: 0px; margin-top: 20px; padding-bottom: 10px; padding-left: 45px; padding-right: 20px; padding-top: 20px;"><div style="font-size: 1em; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><em>Kekuasaan adalah amanah dan titipan Allah SWT, Tuhan Yang Maha Kuasa, bagi mereka yang percaya atas eksistensi-Nya. Bagi mereka yang tidak percaya atas eksistensi-Nya, kekuasaan adalah amanah dan titipan rakyat. Pemilik kekuasaan tersebut, setiap saat dapat mengambil kembali milik Nya dengan cara apa saja.</em></div><div style="font-size: 1em; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">(Habibie : Detik Detik yang Menentukan<strong>, </strong>halaman 31)</div></blockquote><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Selain memiliki kecerdasan yang tinggi (<em>mungkin orang terjenius dari Indonesia</em>), Habibie dikenal sebagai cendekiawan muslim yang taat sekaligus reformis. Dalam menghadapi berbagai kesulitan, Habibie tidak luput dari do’a dan sholat untuk mendapat petunjuk atau ilham. Mendapat jabatan sebagai Presiden bagi Habibie merupakan amanah dan titipan dari Allah untuk mengabdi dengan sepenuh hati.</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Meskipun tidak terjun dalam dunia politik dan kekuasaan, Habibie tetap memberikan sumbangsih kepada bangsa Indonesia dengan mendirikan The Habibie Centre pada 10 November 1999<span style="font-family: Verdana; font-size: xx-small;">.</span>Habibie Center merupakan organisasi yang berusaha memajukan proses modernisasi dan demokratisasi di Indonesia yang didasarkan pada moralitas dan integritas budaya dan nilai-nilai agama. Ada dua misi utama Habibie centre yakni (1) menciptakan masyarakat demokratis secara kultural dan struktural yang mengakui, menghormati dan menjunjung tinggi hak asasi manusia, serta mengkaji dan mengangkat isu-isu perkembangan demokrasi dan hak asasi manusia, dan (2) memajukan dan meningkatkan pengelolaan sumber daya manusia dan usaha sosialisasi teknologi. Beberapa kegiatan yang dikenal luas oleh masyarakat dari Habibie Centre yakni seminar, pemberian beasiswa dalam dan luar negeri, Habibie Award serta diskusi mengenai peningkatan SDM maupun IPTEK.</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Selain mendirian The Habibie Centre, Habibie juga berjasa dalam pendirian Ikatan Cendekiawan Muslim Indonesia (ICMI) pada 7 Desember 1990 atas persetujuan Soeharto. ICMI merupakan wahana menampung cendekiawan-cendekiawan muslim untuk bersama-sama berkontribusi bagi bangsa dan masyarakat. Pada awalnya, ICMI didirikan untuk menampung aspirasi pengusaha non-China yang benci akan kekayaan dan pengaruh dari keluarga etnis China yang kaya. ICMI mempunyai bank sendiri dan koran harian yang diberi nama Republika. Banyak umat muslim yang ikut terdaftar dalam keanggotaan ICMI termasuk cendekiawan pengkritik pemerintah Soeharto yakni (Alm) Prof. Nurcholish Majid dan Prof. Amien Rais.</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: #ff6600;"><strong>Kritikan Untuk Seorang Habibie ketika Menjadi Presiden</strong></span></div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Tidak ada gading yang tidak tidak retak, begitu juga halnya pada diri BJ Habibie. Ada beberapa kepribadian dan sikap/kebijakan BJ Habibie khususnya di masa pemerintahannya yang kontroversial dan dianggap buruk. Dibidang kepribadian, BJ Habibie dikenal sebagai orang yang kurang bisa dikritik (langsung reaktif), meskipun disisi lain beliau sangat menghargai pendapat orang lain, dan senang berdebat. Hal ini sangat mungkin disebabkan karena beliau terlampu jenius, terlalu cerdas. Salah satunya adalah kengototan Menristek BJ Habibie membeli 36 kapal perang bekas Jerman Timur pada 1992. Padahal terjadi pembengkakan pembelian kapal perang bekas dari USD 12.7 juta menjadi USD 1.1 miliar.</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Ketika menjadi Presiden RI menggantikan Soeharto, banyak orang berharap agar BJ Habibie dapat bertindak tegas kepada Pak Harto yang diduga melakukan KKN, setidaknya gurita KKN di Cendana dan kroni Soeharto lainnya. Namun, selama menjadi Presiden RI, BJ Habibie tidak pernah memeriksa Soeharto. Pres Habibie dianggap memasang badan melindungi Soeharto sampai-sampai Jam Intel Kejagung Mayjen (Purn) Syamsal Djalal dipecat. Menurut pengakuan mantan Jam Intel Kejagung Syamsul Djalal, ia dipecat lantaran mengusulkan agar Pak Harto secepatnya dibawah ke pengadilan. Bisa dimaklumi pula bahwa Habibie dalam posisi dilematis, karena bagaimanapun Pak Harto adalah salah satu gurunya.</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Hal lain yang menjadi catatan hitam Pak Habibie adalah penangangan kasus Bank Bali. Presiden BJ Habibie dianggap kurang serius menangani kasus yang melibatkan orang-orang yang dekat dengan Habibie. Mereka yang disebut-sebut terlibat dalam skandal Bank Bali diantaranya adalah Timmy Habibie (adik kandung Habibie), AA Baramuli (Ketua DPA), Setya Novanto (Wa.Bendara Golkar) dan Tanri Abeng. Dikalangan pengusaha, terlibat konglomerat hitam Djoko Tjandra yang selama ini dekat dengan petinggi Golkar.</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: #ff6600;"><strong>Penutup</strong></span></div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Setelah tulisan <a href="http://nusantaranews.wordpress.com/2009/04/02/biografi-bj-habibie-bapak-teknologi-dan-demokrasi-indonesia/" style="color: #1e00ff; font-weight: bold; text-decoration: none;">biografi Habibie</a> yang “super panjang” ini, saya akan mengakhiri ceritera ini dengan beberapa poin harapan.</div><ul style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 13px; line-height: 22px; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 10px; margin-left: 10px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><li style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(http://s1.wp.com/wp-content/themes/pub/vigilance/images/list-star.gif); background-origin: initial; background-position: 0px 0.3em; background-repeat: no-repeat no-repeat; display: block; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 5px; padding-bottom: 0px; padding-left: 17px; padding-right: 0px; padding-top: 0px;">Semoga “Habibie-Habibie” baru yang genius bermunculan di seantero nusantara sehingga Indonesia tidak hanya menjadi “penonton” atau konsumen atas produk-produk berteknologi</li>
<li style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(http://s1.wp.com/wp-content/themes/pub/vigilance/images/list-star.gif); background-origin: initial; background-position: 0px 0.3em; background-repeat: no-repeat no-repeat; display: block; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 5px; padding-bottom: 0px; padding-left: 17px; padding-right: 0px; padding-top: 0px;">Semoga generasi muda bangsa Indonesia memiliki semangat teknopreneur yang minimal sama dengan semangat Habibie dalam mengembangkan industri-industri strategis. Dan harapannya, orang-orang pintar dan cerdas Indonesia dapat memberikan karyanya bagi perkembangan industri Indonesia, bukan menghabiskan seluruh hidupnya di perusahaan asing.</li>
<li style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(http://s1.wp.com/wp-content/themes/pub/vigilance/images/list-star.gif); background-origin: initial; background-position: 0px 0.3em; background-repeat: no-repeat no-repeat; display: block; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 5px; padding-bottom: 0px; padding-left: 17px; padding-right: 0px; padding-top: 0px;">Para calon pemimpin dan para politisi partai perlu bercermin diri dan cobalah insaf agar “tidak gila kekuasaan”, dan ketika memegang kekuasaan jangan serakah (KKN) dan sombong.</li>
<li style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(http://s1.wp.com/wp-content/themes/pub/vigilance/images/list-star.gif); background-origin: initial; background-position: 0px 0.3em; background-repeat: no-repeat no-repeat; display: block; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 5px; padding-bottom: 0px; padding-left: 17px; padding-right: 0px; padding-top: 0px;">Saya bangga dengan sikap Habibie yang tidak mencalonkan diri sebagai presiden, namun beliau tetap memberikan kontribusi nyata melalui berbagai organisasinya seperti The Habibie Centre serta siap selalu memberikan masukan dan bimbingan bagi para politisi/penguasa melalui berbagai dialog atau seminar.</li>
<li style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(http://s1.wp.com/wp-content/themes/pub/vigilance/images/list-star.gif); background-origin: initial; background-position: 0px 0.3em; background-repeat: no-repeat no-repeat; display: block; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 5px; padding-bottom: 0px; padding-left: 17px; padding-right: 0px; padding-top: 0px;">Semoga Habibie terus memberikan sumbangsih pemikiran dan tenaganya bagi bangsa Indonesia dan selalu dikarunia fisik yang sehat.</li>
</ul>Arief Hariohttp://www.blogger.com/profile/00033187674161337755noreply@blogger.com0tag:blogger.com,1999:blog-7497826395814186938.post-15199331983440029862011-07-06T10:01:00.000+07:002011-07-06T10:01:34.391+07:00Bacharuddin Jusuf Habibie<div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span style="color: #ff6600;"><strong>Masa Muda</strong></span></div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Prof. DR (HC). Ing. Dr. Sc. Mult. Bacharuddin Jusuf Habibie atau dikenal sebagai BJ Habibie (73 tahun) merupakan pria Pare-Pare (Sulawesi Selatan) kelahiran 25 Juni 1936. Habibie menjadi Presiden ke-3 Indonesia selama 1.4 tahun dan 2 bulan menjadi Wakil Presiden RI ke-7. Habibie merupakan “blaster” antara orang Jawa [ibunya] dengan orang Makasar/Pare-Pare [ayahnya].</div><div class="wp-caption alignright" style="color: #333333; float: right; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 13px; line-height: 22px; margin-bottom: 10px; margin-left: 15px; margin-right: 0px; margin-top: 0px; width: 183px;"><img alt="Foto : BJ Habibie" height="230" src="http://upload.wikimedia.org/wikipedia/commons/3/3e/Habibie-1.jpg" style="border-bottom-color: rgb(238, 238, 238); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(238, 238, 238); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(238, 238, 238); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(238, 238, 238); border-top-style: solid; border-top-width: 1px;" title="foto BJ Habibie" width="173" /><div class="wp-caption-text" style="color: #888888; font-size: 1em; font-style: italic; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Foto : BJ Habibie</div></div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Dimasa kecil, Habibie telah menunjukkan kecerdasan dan semangat tinggi pada ilmu pengetahuan dan teknologi khususnya Fisika. Selama enam bulan, ia kuliah di Teknik Mesin <a href="http://www.itb.ac.id/" style="color: #1e00ff; font-weight: bold; text-decoration: none;" target="_blank">Institut Teknologi Bandung</a> (ITB), dan dilanjutkan ke Rhenisch Wesfalische Tehnische Hochscule – Jerman pada 1955. Dengan dibiayai oleh ibunya, R.A. Tuti Marini Puspowardoyo, Habibie muda menghabiskan 10 tahun untuk menyelesaikan studi S-1 hingga S-3 di Aachen-Jerman.</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Berbeda dengan rata-rata mahasiswa Indonesia yang mendapat beasiswa di luar negeri, kuliah Habibie (terutama S-1 dan S-2) dibiayai langsung oleh Ibunya yang melakukan usaha catering dan indekost di Bandung setelah ditinggal pergi suaminya (ayah Habibie). Habibie mengeluti bidang Desain dan Konstruksi Pesawat di Fakultas Teknik Mesin. Selama lima tahun studi di Jerman akhirnya Habibie memperoleh gelar Dilpom-Ingenenieur atau diploma teknik (<em>catatan : diploma teknik di Jerman umumnya disetarakan dengan gelar Master/S2 di negara lain)</em> dengan predikat summa cum laude.</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Pak Habibie melanjutkan program doktoral setelah menikahi teman SMA-nya, Ibu Hasri Ainun Besari pada tahun 1962. Bersama dengan istrinya tinggal di Jerman, Habibie harus bekerja untuk membiayai biaya kuliah sekaligus biaya rumah tangganya. Habibie mendalami bidang Desain dan Konstruksi Pesawat Terbang. Tahun 1965, Habibie menyelesaikan studi S-3 nya dan mendapat gelar Doktor Ingenieur (Doktor Teknik) dengan indeks prestasi <strong><em>summa cum laude.</em></strong></div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: #ff6600;"><strong>Karir di Industri</strong></span></div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Selama menjadi mahasiswa tingkat doktoral, BJ Habibie sudah mulai bekerja untuk menghidupi keluarganya dan biaya studinya. Setelah lulus, BJ Habibie bekerja di Messerschmitt-Bölkow-Blohm atau MBB Hamburg (1965-1969 sebagai Kepala Penelitian dan Pengembangan pada Analisis Struktrur Pesawat Terbang, dan kemudian menjabat Kepala Divisi Metode dan Teknologi pada industri pesawat terbang komersial dan militer di MBB (1969-1973). Atas kinerja dan kebriliannya, 4 tahun kemudian, ia dipercaya sebagai <strong><em>Vice President </em></strong>sekaligus Direktur Teknologi di MBB periode 1973-1978 serta menjadi Penasihast Senior bidang teknologi untuk Dewan Direktur MBB (1978 ). <span style="text-decoration: underline;">Dialah menjadi satu-satunya orang Asia yang berhasil menduduki jabatan nomor dua di perusahaan pesawat terbang Jerman ini.</span></div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Sebelum memasuki usia 40 tahun, karir Habibie sudah sangat cemerlang, terutama dalam desain dan konstruksi pesawat terbang. Habibie menjadi “permata” di negeri Jerman dan iapun mendapat “kedudukan terhormat”, baik secara materi maupun intelektualitas oleh orang Jerman. Selama bekerja di MBB Jerman, Habibie menyumbang berbagai hasil penelitian dan sejumlah teori untuk ilmu pengetahuan dan teknologi dibidang Thermodinamika, Konstruksi dan Aerodinamika. Beberapa rumusan teorinya dikenal dalam dunia pesawat terbang seperti “<strong>Habibie Factor</strong>“, “<strong>Habibie Theorem</strong>” dan “<strong>Habibie Method</strong>“.</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: #ff6600;"><strong>Kembali ke Indonesia</strong></span></div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Pada tahun 1968, BJ Habibie telah mengundang sejumlah insinyur untuk bekerja di industri pesawat terbang Jerman. Sekitar 40 insinyur Indonesia akhirnya dapat bekerja di MBB atas rekomendasi Pak Habibie. Hal ini dilakukan untuk mempersiapkan skill dan pengalaman (SDM) insinyur Indonesia untuk suatu saat bisa kembali ke Indonesia dan membuat produk industri dirgantara (dan kemudian maritim dan darat). Dan ketika (Alm) Presiden Soeharto mengirim Ibnu Sutowo ke Jerman untuk menemui seraya membujuk Habibie pulang ke Indonesia, BJ Habibie langsung bersedia dan <span style="text-decoration: underline;">melepaskan jabatan, posisi dan prestise tinggi di Jerman. Hal ini dilakukan BJ Habibie demi memberi sumbangsih ilmu dan teknologi pada bangsa ini</span>. Pada 1974 di usia 38 tahun, BJ Habibie pulang ke tanah air. Iapun diangkat menjadi penasihat pemerintah (<em>langsung dibawah Presiden</em>) di bidang teknologi pesawat terbang dan teknologi tinggi hingga tahun 1978. Meskipun demikian dari tahun 1974-1978, Habibie masih sering pulang pergi ke Jerman karena masih menjabat sebagai Vice Presiden dan Direktur Teknologi di MBB.</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Habibie mulai benar-benar fokus setelah ia melepaskan jabatan tingginya di Perusahaan Pesawat Jerman MBB pada 1978. Dan sejak itu, dari tahun 1978 hingga 1997, ia diangkat menjadi<strong>Menteri Negara Riset dan Teknologi </strong>(Menristek) sekaligus merangkap sebagai Ketua Badan Pengkajian dan Penerapan Teknologi (<strong>BPPT)</strong>. Disamping itu Habibie juga diangkat sebagai Ketua Dewan Riset Nasional dan berbagai jabatan lainnya.</div><dl class="wp-caption alignright" style="color: #333333; float: right; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 13px; line-height: 22px; margin-bottom: 10px; margin-left: 15px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><dt class="wp-caption-dt" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><img alt="Pesawat CN-235 milik Angkatan Udara Turki" height="183" src="http://upload.wikimedia.org/wikipedia/commons/thumb/f/f9/Casa.cn-235m-100.35-24.spanishaf.arp.jpg/250px-Casa.cn-235m-100.35-24.spanishaf.arp.jpg" style="border-bottom-color: rgb(238, 238, 238); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(238, 238, 238); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(238, 238, 238); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(238, 238, 238); border-top-style: solid; border-top-width: 1px;" title="Pesawat CN-235" width="250" /></dt>
<dd class="wp-caption-dd" style="color: #888888; font-style: italic; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Pesawat CN-235 karya IPTN milik AU Spanyol</dd></dl><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Ketika menjadi Menristek<a href="http://nusantaranews.wordpress.com/2009/04/02/biografi-bj-habibie-bapak-teknologi-dan-demokrasi-indonesia/" style="color: #1e00ff; font-weight: bold; text-decoration: none;">,</a> Habibie mengimplementasikan visinya yakni membawa Indonesia menjadi negara industri berteknologi tinggi. Ia mendorong adanya lompatan dalam strategi pembangunan yakni melompat dari agraris langsung menuju negara industri maju. Visinya yang langsung membawa Indonesia menjadi negara Industri mendapat pertentangan dari berbagai pihak, baik dalam maupun luar negeri yang menghendaki pembangunan secara bertahap yang dimulai dari fokus investasi di bidang pertanian. Namun, Habibie memiliki keyakinan kokoh akan visinya, dan ada satu “quote” yang terkenal dari Habibie yakni :</div><blockquote style="background-attachment: initial; background-clip: initial; background-color: #e7e6e2; background-image: url(http://s1.wp.com/wp-content/themes/pub/vigilance/images/blockquote.gif); background-origin: initial; background-position: 0% 0%; background-repeat: no-repeat no-repeat; color: #141310; display: block; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 14px; font-style: italic; line-height: 22px; margin-bottom: 20px; margin-left: 0px; margin-right: 0px; margin-top: 20px; padding-bottom: 10px; padding-left: 45px; padding-right: 20px; padding-top: 20px;"><div style="font-size: 1em; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">“<em>I have some figures which compare the cost of one kilo of airplane compared to one kilo of rice. One kilo of airplane costs thirty thousand US dollars and one kilo of rice is seven cents. And if you want to pay for your one kilo of high-tech products with a kilo of rice, I don’t think we have enough</em>.” (Sumber : <cite class="web"><a class="external text" href="http://news.bbc.co.uk/1/hi/world/analysis/58602.stm" rel="nofollow" style="color: #1e00ff; font-weight: bold; text-decoration: none;" title="http://news.bbc.co.uk/1/hi/world/analysis/58602.stm">BBC: BJ Habibie Profile -1998</a>.)</cite></div></blockquote><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Kalimat diatas merupakan<em> senjata</em> Habibie untuk berdebat dengan lawan politiknya. Habibie ingin menjelaskan mengapa industri berteknologi itu sangat penting. Dan ia membandingkan harga produk dari industri high-tech (teknologi tinggi) dengan hasil pertanian. Ia menunjukkan data bahwa harga 1 kg pesawat terbang adalah USD 30.000 dan 1 kg beras adalah 7 sen (USD 0,07). Artinya 1 kg pesawat terbang hampir setara dengan 450 ton beras. Jadi dengan membuat 1 buah pesawat dengan massa 10 ton, maka akan diperoleh beras 4,5 juta ton beras.</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Pola pikir Pak Habibie disambut dengan baik oleh Pak Harto.Pres. Soeharto pun bersedia menggangarkan dana ekstra dari APBN untuk pengembangan proyek teknologi Habibie. Dan pada tahun 1989, Suharto memberikan “kekuasan” lebih pada Habibie dengan memberikan kepercayaan Habibie untuk memimpin industri-industri strategis seperti Pindad, PAL, dan PT IPTN.</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span style="color: #ff6600;"><strong>Habibie menjadi RI-1</strong></span></div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><strong></strong></div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Secara materi, Habibie sudah sangat mapan ketika ia bekerja di perusahaan MBB Jerman. Selain mapan, Habibie memiliki jabatan yang sangat strategis yakni <em>Vice President</em> sekaligus <em>Senior Advicer</em> di perusahaan <em>high-tech</em> Jerman. Sehingga Habibie terjun ke pemerintahan bukan karena mencari uang ataupun kekuasaan semata, tapi lebih pada perasaan “terima kasih” kepada negara dan bangsa Indonesia dan juga kepada kedua orang tuanya. Sikap serupa pun ditunjukkan oleh <a href="http://nusantaranews.wordpress.com/2009/01/31/biografi-kwik-kian-gie-ekonom-tionghoa-yang-nasionalis/" style="color: #1e00ff; font-weight: bold; text-decoration: none;" target="_blank">Kwik Kian Gie</a>, yakni setelah menjadi orang kaya dan makmur dahulu, lalu Kwik pensiun dari bisnisnya dan baru terjun ke dunia politik. Bukan sebaliknya, yang banyak dilakukan oleh para politisi saat ini yang menjadi politisi demi mencari kekayaan/popularitas sehingga tidak heran praktik korupsi menjamur.</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Tiga tahun setelah kepulangan ke Indonesia, Habibie (usia 41 tahun) mendapat gelar Profesor Teknik dari ITB. Selama 20 tahun menjadi Menristek, akhirnya pada tanggal 11 Maret 1998, Habibie terpilih sebagai Wakil Presiden RI ke-7 melalui Sidang Umum MPR. Di masa itulah krisis ekonomi (krismon) melanda kawasan Asia termasuk Indonesia. Nilai tukar rupiah terjun bebas dari Rp 2.000 per dolar AS menjadi Rp 12.000-an per dolar. Utang luar negeri jatuh tempo sehinga membengkak akibat depresiasi rupiah. Hal ini diperbarah oleh perbankan swasta yang mengalami kesulitan likuiditas. Inflasi meroket diatas 50%, dan pengangguran mulai terjadi dimana-mana.</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Pada saat bersamaan, kebencian masyarakat memuncak dengan sistem orde baru yang sarat Korupsi, Kolusi, Nepotisme yang dilakukan oleh kroni-kroni Soeharto (pejabat, politisi, konglomerat). Selain KKN, pemerintahan Soeharto tergolong otoriter, yang menangkap aktivis dan mahasiswa vokal.</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Dipicu penembakan 4 orang mahasiswa (<strong>Tragedi Trisakti)</strong> pada 12 Mei 1998, meletuslah kemarahan masyarakat terutama kalangan aktivis dan mahasiswa pada pemerintah Orba. Pergerakan mahasiswa, aktivis, dan segenap masyarakat pada 12-14 Mei 1998 menjadi momentum pergantian rezim Orde Baru pimpinan Pak Hato. Dan pada 21 Mei 1998, Presiden Soeharto terpaksa mundur dari jabatan Presiden yang dipegangnya selama lebih kurang 32 tahun. Selama 32 tahun itulah, pemerintahan otoriter dan sarat KKN tumbuh sumbur. Selama 32 tahun itu pula, banyak kebenaran yang dibungkam. Mulai dari pergantian Pemerintah Soekarno (dan pengasingan Pres Soekarno), G30S-PKI, Supersemar, hingga dugaan konspirasi Soeharto dengan pihak Amerika dan sekutunya yang mengeruk sumber kekayaan alam oleh kaum-kaum kapitalis dibawah bendera korpotokrasi (termasuk CIA, Bank Duni, IMF dan konglomerasi).</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Soeharto mundur, maka Wakilnya yakni BJ Habibie pun diangkat menjadi Presiden RI ke-3 berdasarkan pasal 8 UUD 1945. Namun, masa jabatannya sebagai presiden hanya bertahan selama 512 hari. Meski sangat singkat, kepemimpinan Presiden Habibie mampu membawa bangsa Indonesia dari jurang kehancuran akibat krisis. Presiden Habibie berhasil memimpin negara keluar dari dalam keadaan ultra-krisis, melaksanankan transisi dari negara otorian menjadi demokrasi. Sukses melaksanakan pemilu 1999 dengan multi parti (48 partai), sukses membawa perubahan signifikn pada stabilitas, demokratisasi dan reformasi di Indonesia.</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Habibie merupakan presiden RI pertama yang menerima banyak penghargaan terutama di bidang IPTEK baik dari dalam negeri maupun luar negeri. Jasa-jasanya dalam bidang teknologi pesawat terbang mengantarkan beliau mendapat gelar Doktor Kehormatan (<a href="http://nusantaranews.wordpress.com/2009/02/03/apa-itu-doktor-honoral-causal-dr-hc/" style="color: #1e00ff; font-weight: bold; text-decoration: none;" target="_blank">Doctor of Honoris Causa</a>) dari berbagaai Universitas terkemuka dunia, antara lain Cranfield Institute of Technology dan Chungbuk University.</div><h3 style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 10px; text-align: justify;"><span style="color: teal;">Catatan-Catatan Istimewa BJ Habibie</span></h3><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: #ff6600;"><strong>Habibie Bertemu Soeharto</strong></span></div><blockquote style="background-attachment: initial; background-clip: initial; background-color: #e7e6e2; background-image: url(http://s1.wp.com/wp-content/themes/pub/vigilance/images/blockquote.gif); background-origin: initial; background-position: 0% 0%; background-repeat: no-repeat no-repeat; color: #141310; display: block; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 14px; font-style: italic; line-height: 22px; margin-bottom: 20px; margin-left: 0px; margin-right: 0px; margin-top: 20px; padding-bottom: 10px; padding-left: 45px; padding-right: 20px; padding-top: 20px;"><div style="font-size: 1em; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">“<em>Laksanakan saja tugasmu dengan baik, saya doakan agar Habibie selalu dilindungi Allah SWT dalam melaksanakan tugas. Kita nanti bertemu secara bathin saja</em>“, lanjut Pak Harto menolak bertemu dengan Habibie pada pembicaraan via telepon pada 9 Juni 1998.</div><div style="font-size: 1em; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">(Habibie : Detik-Detik yang Menentukan. Halaman 293)</div></blockquote><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Salah satu pertanyaan umum dan masih banyak orang tidak mengetahui adalah bagaimana Habibie yang tinggal di Pulau Celebes bisa bertemu dan akrab dengan Soeharto yang menghabiskan hampir seluruh hidupnya di Pulau Jawa?</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Pertemuan pertama kali Habibie dengan Soeharto terjadi pada tahun 1950 ketika Habibie berumur 14 tahun. Pada saat itu, Soeharto (Letnan Kolonel) datang ke Makasar dalam rangka memerangi pemberontakan/separatis di Indonesia Timur pada masa pemerintah Soekarno. Letkol Soeharto tinggal berseberangan dengan rumah keluarga Alwi Abdul Jalil Habibie. Karena ibunda Habibie merupakan orang Jawa, maka Soeharto pun (orang Jawa) diterima sangat baik oleh keluarga Habibie. Bahkan, Soeharto turut hadir ketika ayahanda Habibie meninggal. Selain itu, Soeharto pun menjadi “mak comblang” pernikahan adik Habibie dengan anak buah (prajurit) Letkol Soeharto. Kedekatan Soeharto-Habibie terus berlanjut meskipun Soeharto telah kembali ke Pulau Jawa setelah berhasil memberantas pemberontakan di Indonesia Timur.</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Setelah Habibie menyelesaikan studi (sekitar 10 tahun) dan bekerja selama hampir selama 9 tahun (total 19 tahun di Jerman), akhirnya Habibie dipanggil pulang ke tanah air oleh Pak Harto. Meskipun ia tidak mendapat beasiswa studi ke Jerman dari pemerintah, pak Habibie tetap bersedia pulang untuk mengabdi kepada negara, terlebih permintaan tersebut berasal dari Pak Harto yang notabene adalah ‘seorang guru’ bagi Habibie. Habibie pun memutuskan kembali ke Indonesia untuk memberi ilmu kepada rakyat Indonesia, kembali untuk membangun industri teknologi tinggi di nusantara.</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Bersama Ibnu Sutowo, Habibie kembali ke Indonesia dan bertemu dengan Presiden Soeharto pada tanggal 28 Januari 1974. Habibie mengusulkan beberapa gagasan pembangunan seperti berikut:</div><ul style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 13px; line-height: 22px; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 10px; margin-left: 10px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><li style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(http://s1.wp.com/wp-content/themes/pub/vigilance/images/list-star.gif); background-origin: initial; background-position: 0px 0.3em; background-repeat: no-repeat no-repeat; display: block; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 5px; padding-bottom: 0px; padding-left: 17px; padding-right: 0px; padding-top: 0px;">Gagasan pembangunan industri pesawat terbang nusantara sebagai ujung tombak industri strategis</li>
<li style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(http://s1.wp.com/wp-content/themes/pub/vigilance/images/list-star.gif); background-origin: initial; background-position: 0px 0.3em; background-repeat: no-repeat no-repeat; display: block; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 5px; padding-bottom: 0px; padding-left: 17px; padding-right: 0px; padding-top: 0px;">Gagasan pembentukan Pusat Penelitan dan Pengembangan Ilmu Pengetahuan dan Teknologi (Puspitek)</li>
<li style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(http://s1.wp.com/wp-content/themes/pub/vigilance/images/list-star.gif); background-origin: initial; background-position: 0px 0.3em; background-repeat: no-repeat no-repeat; display: block; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 5px; padding-bottom: 0px; padding-left: 17px; padding-right: 0px; padding-top: 0px;">Gagasan mengenai Badan Pengkajian dan Penerapan Ilmu Teknologi (BPPT)</li>
</ul><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Gagasan-gagasan awal Habibie menjadi masukan bagi Soeharto, dan mulai terwujud ketika Habibie menjabat sebagai Menristek periode 1978-1998.</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Namun, dimasa tuanya, hubungan Habibie-Soeharto tampaknya retak. Hal ini dikarenakan berbagai kebijakan Habibie yang disinyalir “mempermalukan” Pak Harto. Pemecatan Letjen (Purn) Prabowo Subianto dari jabatan Kostrad karena memobilisasi pasukan kostrad menuju Jakarta (Istana dan Kuningan) tanpa koordinasi atasan merupakan salah satu kebijakan yang ‘menyakitkan’ pak Harto. Padahal Prabowo merupakan menantu kesayangan Pak Harto yang telah dididik dan dibina menjadi penerus Soeharto. Pemeriksaan Tommy Soeharto sebagai tersangka korupsi turut membuat Pak Harto ‘gerah’ dengan kebijakan pemerintahan BJ Habibe, terlebih dalam beberapa kali kesempatan di media massa, BJ Habibie memberi lampu hijau untuk memeriksa Pak Harto. Padahal Tommy Soeharto merupakan putra “emas’ Pak Harto. Dan sekian banyak kebijakan berlawanan dengan pemerintah Soeharto dibidang pers, politik, hukum hingga pembebasan tanpa syarat tahanan politik Soeharto seperti Sri Bintang Pamungkas dan Mukhtar Pakpahan.</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"><span style="color: #ff6600;"><strong>Habibie : Bapak Teknologi Indonesia*</strong></span></div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Pemikiran-pemikiran Habibie yang “high-tech” mendapat “hati” pak Harto. Bisa dikatakan bahwa Soeharto mengagumi pemikiran Habibie, sehingga pemikirannya dengan mudah disetujui pak Harto. Pak Harto pun setuju menganggarkan “dana ekstra” untuk mengembangkan ide Habibie. Kemudahan akses serta kedekatan Soeharto-Habibie dianggap oleh berbagai pihak sebagai bentuk kolusi Habibie-Soeharto. Apalagi, beberapa pihak tidak setuju dengan pola pikir Habibie mengingat pemerintah Soeharto mau menghabiskan dana yang besar untuk pengembangan industri-industri teknologi tinggi seperti saran Habibie.</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Tanggal 26 April 1976, Habibie mendirikan PT. Industri Pesawat Terbang Nurtanio dan <strong>menjadi industri pesawat terbang pertama di Kawasan Asia Tenggara</strong> (<em>catatan : Nurtanio meruapakan Bapak Perintis Industri Pesawat Indonesia</em>). Industri Pesawat Terbang Nurtanio kemudian berganti nama menjadi <a href="http://id.wikipedia.org/wiki/IPTN" style="color: #1e00ff; font-weight: bold; text-decoration: none;" target="_blank">Industri Pesawat Terbang Nusantara</a> (IPTN) pada 11 Oktober 1985, kemudian direkstrurisasi, menjadi Dirgantara Indonesia (PT DI) pada Agustuts 2000. Perlakuan istimewapun dialami oleh industri strategis lainnya seperti PT PAL dan PT PINDAD.</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Sejak pendirian industri-industri statregis negara, tiap tahun pemerintah Soeharto menganggarkan dana APBN yang relatif besar untuk mengembangkan industri teknologi tinggi. Dan anggaran dengan angka yang sangat besar dikeluarkan sejak 1989 dimana Habibie memimpin industri-industri strategis. Namun, Habibie memiliki alasan logis yakni untuk memulai industri berteknologi tinggi, tentu membutuhkan investasi yang besar dengan jangka waktu yang lama. Hasilnya tidak mungkin dirasakan langsung. <em>Tanam pohon durian saja butuh 10 tahun untuk memanen, apalagi industri teknologi tinggi</em>. Oleh karena itu, selama bertahun-tahun industri strategis ala Habibie masih belum menunjukan hasil dan akibatnya negara terus membiayai biaya operasi industri-industri strategis yang cukup besar.</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Industri-industri strategis ala Habibie (IPTN, Pindad, PAL) pada akhirnya memberikan hasil seperti pesawat terbang, helikopter, senjata, kemampuan pelatihan dan jasa pemeliharaan (maintenance service) untuk mesin-mesin pesawat, amunisi, kapal, tank, panser, senapan kaliber, water canon, kendaraan RPP-M, kendaraan combat dan masih banyak lagi baik untuk keperluan sipil maupun militer.</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Untuk skala internasional, BJ Habibie terlibat dalam berbagai proyek desain dan konstruksi pesawat terbang seperti Fokker F 28, Transall C-130 (militer transport), Hansa Jet 320 (jet eksekutif), Air Bus A-300, pesawat transport DO-31 (pesawat dangn teknologi mendarat dan lepas landas secara vertikal), CN-235, dan CN-250 (pesawat dengan teknologi fly-by-wire). Selain itu, Habibie secara tidak langsung ikut terlibat dalam proyek perhitungan dan desain Helikopter Jenis BO-105, pesawat tempur multi function, beberapa peluru kendali dan satelit.</div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><img alt="Panser 6x6 Buatan Pindad" class="alignleft" height="225" src="http://www.mediaindonesia.com/spaw/uploads/images/article/image/20080829_112429_panser24.gif" style="float: left; margin-bottom: 8px; margin-left: 8px; margin-right: 8px; margin-top: 8px;" title="Panser 6x6 PT Pindad" width="286" /></div><div style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 1em; line-height: 22px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">Karena pola pikirnya tersebut, maka saya menganggap beliau sebagai bapak teknologi Indonesia, terlepaskan seberapa besar kesuksesan industri strategis ala Habibie. Karena kita tahu bahwa pada tahun 1992, IMF menginstruksikan kepada Soeharto agar tidak memberikan dana operasi kepada IPTN, sehingga pada saat itu IPTN mulai memasuki kondisi kritis. Hal ini dikarenakan rencana Habibie membuat satelit sendiri (catatan : tahun 1970-an Indonesia merupakan negara terbesar ke-2 pemakaian satelit), pesawat sendiri, serta peralatan militer sendiri. Hal ini didukung dengan 40 0rang tenaga ahli Indonesia yang memiliki pengalaman kerja di perusahaan pembuat satelit Hughes Amerika akan ditarik pulang ke Indonesia untuk mengembangkan industri teknologi tinggi di Indonesia. Jika hal ini terwujud, maka ini akan mengancam industri teknologi Amerika (mengurangi pangsa pasar) sekaligus kekhawatiran kemampuan teknologi tinggi dan militer Indonesia.</div>Arief Hariohttp://www.blogger.com/profile/00033187674161337755noreply@blogger.com0tag:blogger.com,1999:blog-7497826395814186938.post-77486757790889430572011-07-05T08:06:00.000+07:002011-07-05T08:06:18.792+07:00Unduh Buku-Buku Teknik Elektro GratisKali ini <a href="http://dunia-listrik.blogspot.com/">"Dunia Listrik"</a> akan memberikan tautan untuk mengunduh buku-buku teknik elektro gratis, diantaranya adalah:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjl_Tj-hNu8lZDl7uzuWLkUJTdTVMYiutLlvgretEyt2FExhN8O9ioPtA0TqxT6VvboJm0m6nIriH86PUDfcttWmDPHVU2cAfnigR55kBxq6xMykd7XAMEYToh6GKzu3fkb5K0KjItoBZHi/s1600/Modern+Power+System+Analysis.png"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5484121197434256018" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjl_Tj-hNu8lZDl7uzuWLkUJTdTVMYiutLlvgretEyt2FExhN8O9ioPtA0TqxT6VvboJm0m6nIriH86PUDfcttWmDPHVU2cAfnigR55kBxq6xMykd7XAMEYToh6GKzu3fkb5K0KjItoBZHi/s200/Modern+Power+System+Analysis.png" style="cursor: hand; cursor: pointer; float: left; height: 200px; margin: 0 10px 10px 0; width: 130px;" /></a><span style="font-weight: bold;">Modern Power Systems Analysis - 4,00 MB</span><br />
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Author(s): Xi-Fan Wang, Yonghua Song, Malcolm Irving<br />
Publisher: Springer<br />
Date : 2008<br />
Pages : 561<br />
Format : PDF<br />
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ISBN-10 : 038772852X<br />
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Author(s): Robert Simpson<br />
Publisher: Focal Press<br />
Date : 2003<br />
Pages : 576<br />
Format : PDF<br />
OCR : <br />
Quality : <br />
Language : English<br />
ISBN-10 : 0240515668<br />
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Author(s): Vernon Cooray<br />
Publisher: The Institution of Engineering and Technology<br />
Date : 2009<br />
Pages : 1070<br />
Format : PDF<br />
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ISBN-10 : 0863417442<br />
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Publisher: Springer<br />
Date : 2010<br />
Pages : 202<br />
Format : PDF<br />
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ISBN-10 : 3642042813<br />
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Author(s): Ned Mohan<br />
Publisher: John Wiley & Sons Inc<br />
Date : 1995<br />
Pages : 824<br />
Format : Djvu<br />
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ISBN-10 : 0471142085<br />
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Author(s): Barrie Rigby<br />
Publisher: Spon Press<br />
Date : 2005<br />
Pages : 318<br />
Format : PDF<br />
OCR : Y<br />
Quality : Excellent<br />
Language : English<br />
ISBN-10 : 0415310822<br />
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Author(s): I. Boldea, Syed A. Nasar<br />
Publisher: Cambridge University Press<br />
Date : 1997<br />
Pages : 248<br />
Format : PDF<br />
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ISBN-10 : 0521480175<br />
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http://www.megaupload.com/?d=6KVKPT2D<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLkOPQ_MzVzp1cBR8doc-Etsh0WtEp02ey3NqJCH1HE5H0gravVEWw-YsqIZbfy0MUOLY0GgW-DN3OujWE9DMa5Tx0x-fBRRJKOAEEPc5XCvatSuUarpsW34x3vIlsizvJQalb_ptehRv5/s1600/Modern+Power+Control.png"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5484121194192998162" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLkOPQ_MzVzp1cBR8doc-Etsh0WtEp02ey3NqJCH1HE5H0gravVEWw-YsqIZbfy0MUOLY0GgW-DN3OujWE9DMa5Tx0x-fBRRJKOAEEPc5XCvatSuUarpsW34x3vIlsizvJQalb_ptehRv5/s200/Modern+Power+Control.png" style="cursor: hand; cursor: pointer; float: left; height: 200px; margin: 0 10px 10px 0; width: 145px;" /></a><span style="font-weight: bold;">Modern Control Theory – 11,86 MB</span><br />
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Author(s): U.A.Bakshi, M.V.Bakshi<br />
Publisher: Technical Publications<br />
Date : 2009<br />
Pages : 386<br />
Format : PDF<br />
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Quality : <br />
Language : English<br />
ISBN-10 : 8184315066<br />
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Author(s): Alexander Kusko, Marc T.Thompson<br />
Publisher: McGraw Hill<br />
Date : 2007<br />
Pages : 241<br />
Format : PDF<br />
OCR : Y<br />
Quality : Excellent<br />
Language : English<br />
ISBN-10 : 0071510028<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-l-EibKMAqAgwOtQ-pV_WS_Eb9QtXNZiNnpaM_V_nzdGy-gyR8dv_a6f3-KmXbBQt-vFUF_dv9ZIINQaDQ2yLPA6-OMPb9Gfpx_rmYL2nr8WAuihMLYUeHLjLoLy8mNDzTzfC2qWIk2C5/s1600/Electric+Power+Generation.png"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5484120138021750354" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-l-EibKMAqAgwOtQ-pV_WS_Eb9QtXNZiNnpaM_V_nzdGy-gyR8dv_a6f3-KmXbBQt-vFUF_dv9ZIINQaDQ2yLPA6-OMPb9Gfpx_rmYL2nr8WAuihMLYUeHLjLoLy8mNDzTzfC2qWIk2C5/s200/Electric+Power+Generation.png" style="cursor: hand; cursor: pointer; float: left; height: 200px; margin: 0 10px 10px 0; width: 124px;" /></a><span style="font-weight: bold;">Guide to Electric Power Generation, 2nd edition – 2,50 MB</span><br />
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Author(s): A.J.Pansini, K.D.Smalling<br />
Publisher: Marcel Dekker, Inc.<br />
Date : 2002<br />
Pages : 244<br />
Format : PDF<br />
OCR : Y<br />
Quality : Excellent<br />
Language : English<br />
ISBN-10 : 0881733989<br />
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Author(s): Sharma S<br />
Publisher: I. K. International Publishing House Pvt. Ltd.<br />
Date : 2007<br />
Pages : 598<br />
Format : PDF<br />
OCR : <br />
Quality : <br />
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ISBN-10 : 8189866257<br />
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Semoga bermanfaat....http://arief-hario.blogspot.com/</span>Arief Hariohttp://www.blogger.com/profile/00033187674161337755noreply@blogger.com0tag:blogger.com,1999:blog-7497826395814186938.post-80543533681281792292011-07-05T08:01:00.001+07:002011-07-05T08:01:30.884+07:00Dasar Elektronika Daya - bagian 1Pada <a href="http://dunia-listrik.blogspot.com/search/label/Sistem%20Transmisi%20dan%20Distribusi">Sistem Tenaga Listrik</a> terdapat penggunaan komponen elektronika yang umumnya dipakai dalam rangkaian pengaturan <a href="http://dunia-listrik.blogspot.com/search/label/Mesin%20Listrik">motor-motor listrik</a>. Komponen-komponen elektronika yang dipergunakan pada sistem tenaga listrik pada prinsipnya harus mampu menghasilkan daya yang besar atau mampu menahan disipasi daya yang besar. <br />
<br />
Elektronika daya meliputi switching, pengontrolan dan pengubah (konversi) blok-blok yang besar dari daya listrik dengan menggunakan sarana peralatan semikonduktor. Dengan demikian elektronika daya secara garis besar terbagi menjadi 2 (dua) bagian yaitu : <br />
<br />
1. Rangkaian Daya <br />
2. Rangkaian kontrol <br />
<br />
Pada gambar berikut menunjukkan hubungan antara <span class="fullpost">kedua rangkaian diatas yang terintegrasi menjadi satu, dimana keduanya banyak memanfaatkan peralatan semikonduktor.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaAdXXY-2J4LTESJ71Ss4SD9yGPHkhj2XvbjIvrS0LKNrG_bj1cLW-i3SP4MsGG5EfYWzLY_xiHmh8Kyo50Wc_t0QTG5tJFn4rZz_s_Lo5iM5NxgRuD68mDY8NoT3MREuWmg4d_kGiimw/s1600/Elektronika+Daya.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5511793730836471122" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaAdXXY-2J4LTESJ71Ss4SD9yGPHkhj2XvbjIvrS0LKNrG_bj1cLW-i3SP4MsGG5EfYWzLY_xiHmh8Kyo50Wc_t0QTG5tJFn4rZz_s_Lo5iM5NxgRuD68mDY8NoT3MREuWmg4d_kGiimw/s320/Elektronika+Daya.jpg" style="cursor: hand; cursor: pointer; display: block; height: 158px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<br />
Rangkaian daya terdiri dari komponen Dioda, Thyristor dan Transistor Daya. Sedangkan rangkaian kontrol terdiri atas Dioda, Transistor dan rangkaian terpadu (Integrated Circuit / IC). <br />
<br />
Dengan menggunakan peralatan-peralatan yang serupa keandalan dan kompatibilitas dari perlengkapan (sistem) akan dapat diperbaiki. Elektronika daya merupakan bagian yang penting dalam industri-industri, yaitu dalam pengontrolan daya pada sistem, proses elektronika dan lain-lain. <br />
<br />
<span style="font-weight: bold;">I. DIODA</span> <br />
<br />
Dioda merupakan penyatuan dari lapisan P dan N sebagaimana gambar struktur dan simbol lapisan. <br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRHbql4OTACphbXiGYAkf-V_KazW9YdpXvdV2xZKukbr-hOLV3l15Eh_5bo5iKsVpbPE_WO6_JN8Uv5H9POo8bPBK7U-li8qYbxQp1UT43ScO60IoZettTEuNS7KkB1C1S4fnlqj3uciE/s1600/Dioda.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5511793739046032722" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRHbql4OTACphbXiGYAkf-V_KazW9YdpXvdV2xZKukbr-hOLV3l15Eh_5bo5iKsVpbPE_WO6_JN8Uv5H9POo8bPBK7U-li8qYbxQp1UT43ScO60IoZettTEuNS7KkB1C1S4fnlqj3uciE/s320/Dioda.jpg" style="cursor: hand; cursor: pointer; display: block; height: 185px; margin: 0px auto 10px; text-align: center; width: 251px;" /></a><br />
<br />
Syarat dioda dalam keadaan ON adalah Vak positip sedangkan untuk OFF adalah Vak negatif. <br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBKJwb6lr5krKygVuB9T3Il2FWjC8NT506JCYqbxk5exPTXexm_Tuf5uJ1I9gOwmvUWXBzNBBEp7gBUP-haUrf00I2TBeCJqBIVkqPoVw8N1z2erlecFAgmx4AYtn-n3uBChLjeYo0K10/s1600/Karakteristik+statis+Diode.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5511793749999266402" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBKJwb6lr5krKygVuB9T3Il2FWjC8NT506JCYqbxk5exPTXexm_Tuf5uJ1I9gOwmvUWXBzNBBEp7gBUP-haUrf00I2TBeCJqBIVkqPoVw8N1z2erlecFAgmx4AYtn-n3uBChLjeYo0K10/s320/Karakteristik+statis+Diode.jpg" style="cursor: hand; cursor: pointer; display: block; height: 250px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<br />
Karateristik tersebut menggambarkan hubungan antara arus dioda (IR dan IF) agar Vak dalam kondisi menahan arus (OFF) maupun dalam keadaan mengalir (ON). Dalam keadaan OFF, Vak = Vr = negatif, maka dioda menahan arus namun terdapat arus bocor Ir yang kecil. <br />
<br />
Dalam keadaan ON, Vak = Vf = positif, dioda mengalirkan arus namun terdapat tegangan jatuh pada dioda = ∆ Vf, dan jika ∆ Vf ini makin besar untuk arus dioda yang makin tinggi, berarti rugi konduksi If * ∆ Vf naik. Terlihat pula pada karateristik dioda diatas bahwa bila Vr terlalu tinggi dioda akan rusak. <br />
<br />
<span style="font-style: italic;">Karateristik Switching</span> <br />
<br />
Karateristik ini menggambarkan sifat kerja dioda dalam perpindahan keadaan ON ke OFF dan sebaliknya. <br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEDp4fzIIU9HiQ4jwrunZPSyP0W2UdC_ahP3crERGE2Lhc9cMOgBaBCasvtrrL5LOIcxJUBpa4d81MddpBNDMZqemqqlYzHGrF3MReTfsEpnZfaF8wDCnFdNSITdp53-rVV4hpLjsG0vw/s1600/Karakteristik+Switching+Diode.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5511793756253835922" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEDp4fzIIU9HiQ4jwrunZPSyP0W2UdC_ahP3crERGE2Lhc9cMOgBaBCasvtrrL5LOIcxJUBpa4d81MddpBNDMZqemqqlYzHGrF3MReTfsEpnZfaF8wDCnFdNSITdp53-rVV4hpLjsG0vw/s320/Karakteristik+Switching+Diode.jpg" style="cursor: hand; cursor: pointer; display: block; height: 166px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<br />
Dioda akan segera melalukan arus jika Vr telah mencapai lebih dari Vf minimum dioda kondusif dan pada saat OFF terjadi kelambatan dari dioda untuk kembali mempunyai kemampuan memblokir tegangan reverse. Dari gambar diatas tgerlihat adanya arus balik sesaat pada dioda, dimana arus balik ini terjadi pada saat peralihan keadaan dioda dari kondisi ON ke kondisi membloking tegangan reverse. <br />
<br />
Dengan adanya sifat arus balik, maka diperoleh dua jenis penggolongan dioda yaitu : <br />
1. Dioda Cepat, yaitu dioda dengan kemapuan segera mampu membloking <br />
tegangan reverse yang cepat, orde 200 ns terhitung sejak arus forward dioda <br />
sama dengan 0 (nol). <br />
<br />
2. Dioda Lambat, yaitu untuk hal yang sama dioda memerlukan waktu lebih lama, <br />
Q32 > Qs1. <br />
<br />
<span style="font-style: italic;">Terminologi karateristik dioda</span> <br />
<br />
Trr : Reverse Recovery Time, waktu yang diperlukan dioda untuk bersifat membloking tegangan forward. <br />
Tjr : Waktu yang diperlukan oleh Juction P-N untuk bersifat membloking. <br />
Tbr : Waktu yang diperlukan daerah perbatasan Junction untuk membentuk zone bloking.<br />
Qs : Jumlah muatan yang mengalir dalam arah reverse selama perpindahan status dioda ON ke OFF. <br />
<br />
Dioda jenis lambat banyak digunakan pada rangkaian konverter dengan komutasi lambat/natural, seperti rangkaian penyearah. Sedangkan Dioda jenis Cepat dipergunakan pada konverter statis dengan komutasi sendiri seperti misalnya pada DC Chopper, konverter komutasi sendiri dll. <br />
<br />
<span style="font-style: italic;">Kemampuan Tegangan </span><br />
Dioda bersifat memblokir tegangan reverse, ternyata mampu menahan tegangan tersebut tergantung pada karateristik tegangan itu sendiri. <br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi72zxxvyRvbkSkT8Rg4icomnIZzciW_B3XLhsOrS0OIsZ_nRye4qr_5K-UsEjeMZiwex09Ci_be3ClNK62d0NEsb_MGvDFYWJ9R2vc7YKcLKmc47Pxzzhmr-wUTA0Ew7fquRNEqi-YGnE/s1600/Pembebanan+Tegangan+Pada+Diode.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5511795451724544482" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi72zxxvyRvbkSkT8Rg4icomnIZzciW_B3XLhsOrS0OIsZ_nRye4qr_5K-UsEjeMZiwex09Ci_be3ClNK62d0NEsb_MGvDFYWJ9R2vc7YKcLKmc47Pxzzhmr-wUTA0Ew7fquRNEqi-YGnE/s320/Pembebanan+Tegangan+Pada+Diode.jpg" style="cursor: hand; cursor: pointer; display: block; height: 267px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<br />
VRWM = Puncak tegangan kerja normal. <br />
VRRM = Puncak tegangan lebih yang terjadi secara periodik. <br />
VRSM = Puncak tegangan lebih tidak periodik. <br />
<br />
<span style="font-style: italic;">Kemampuan Arus Dioda</span><br />
<br />
Adanya tegangan jatuh konduksi ∆ Vf menyebabkan rugi daya pada dioda yang keluar dalam bentuk panas. Temperatur junction maksimum terletak antara 110°C - 125°C. Panas yang melebihi dari temperatur ini akan menyebabkan dioda rusak. Temperatur maksimum ini dapat dicapai oleh bermacam-macam pembebanan arus terhadap dioda. <br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjl9fOrjdKC-j4YjJCnkswd0hq_IQx1aeNWF47AIc6vAffnmzTZlMIGXjNAmwDHxBLaH4iKHOQY90TXz5lmle0C6d6WrzJISkjP2t9dyAi-ozreRD14XJabqd8OMYceFZ1imkqD96mhvew/s1600/Pembebanan+Arus+Pada+Diode.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5511793762320810786" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjl9fOrjdKC-j4YjJCnkswd0hq_IQx1aeNWF47AIc6vAffnmzTZlMIGXjNAmwDHxBLaH4iKHOQY90TXz5lmle0C6d6WrzJISkjP2t9dyAi-ozreRD14XJabqd8OMYceFZ1imkqD96mhvew/s320/Pembebanan+Arus+Pada+Diode.jpg" style="cursor: hand; cursor: pointer; display: block; height: 147px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
<br />
If (AV) : Arus rata-rata maksimum yang diijinkan setiap harga arus rata-rata akan menghasilkan suatu harga temperatur akhir pada junction dioda. Batas If (AV) ini juga tergantung pada temperatur ruang dan jenis sistem pendinginan (Heat-sink).<br />
<br />
If (RMS) : Harga effektif maksimum arus dioda. Harga rata-rata yang di bawah If (∆V) maksimum, belum menjamin keamanan operasi dioda terutama arus beban dioda dengan form factor yang tinggi. ( Rate Mean Square ) <br />
<br />
If (RM) : Harga puncak arus lebih periodik yang diijinkan. <br />
<br />
If (SM) : Harga puncak arus lebih non periodik yang diijinkan<br />
<br />
T : Batas integral pembebanan arus dimana dioda masih mampu mengalaminya. <br />
<br />
Besaran ini berlaku untuk ½ cycles atau 1 ms dan merupakan pedoman dalam pemilihan pengaman arus. <br />
<br />
Contoh data Fast Dioda Type MF 70 <br />
Maximum repetitive peak reverse voltage, Vdrm = 1200 Volt. <br />
Mean forward current, If (AV) = 70 A <br />
RMS forward current, Irms max = 110 A <br />
Non repetitive forward current, If (ms) = 700 A <br />
Forward V-Drop, Vfm=V, pada Ifm = 210 A <br />
Peak reverse current, Irm = 5 mA <br />
Reverse recovery time, trr = 200 ns <br />
Stored, charger, Qrr = T µc (Qs) <br />
Thermal resistance, Rth-jc = 0,37°C/w <br />
<br />
Pada artikel lanjutan akan dibahas mengenai: SCR (Silicon Controlled Rectifier), TRIAC (Trioda Alternating Current Switch), DIAC (Bilateral Trigger Dioda) dan UJT (Uni-Juntion Transistor).<br />
<br />
Semoga bermanfaat,<br />
<br />
Terima kasih kepada Kontributor: Ir. A. Muid Fabanyo, MMT (Elektronika Daya-Elektro S1)</span>Arief Hariohttp://www.blogger.com/profile/00033187674161337755noreply@blogger.com0tag:blogger.com,1999:blog-7497826395814186938.post-91790395840887109352011-07-05T07:59:00.000+07:002011-07-05T07:59:39.712+07:00Karakteristik Beberapa Jenis Bahan Penghantar ListrikSeperti telah kita ketahui, bahwa untuk pelaksanaan penyaluran energi listrik dapat dilakukan dengan dua cara, yaitu berupa saluran udara dan kabel tanah. Pada saluran Udara, terutama hantaran udara telanjang biasanya banyak menggunakan kawat penghantar yang terdiri atas: kawat tembaga telanjang (BCC, singkatan dari Bare Cooper Cable), Aluminium telanjang (AAC, singkatan dari All Aluminium Cable), Campuran yang berbasis aluminium (Al-Mg-Si), Aluminium berinti baja (ACSR, singkatan dari Aluminium Cable Steel Reinforced) dan Kawat baja yang berisi lapisan tembaga (Cooper Weld).<br />
<br />
Sedangkan pada saluran kabel tanah, biasanya banyak menggunakan kabel dengan penghantar jenis tembaga dan aluminium, perkembangan yang sangat dominan pada saluran kabel tanah adalah dari sisi bahan isolasinya, dimana pada saat awal <span class="fullpost">banyak menggunakan isolasi berbahan kertas dengan perlindungan mekanikal berupa timah hitam, kemudian menggunakan minyak ( jenis kabel ini dinamakan GPLK atau Gewapend Papier Lood Kabel yang merupakan standar belanda dan NKBA atau Normal Kabel mit Bleimantel Aussenumheullung yang merupakan standar jerman, dan jenis bahan isolasi yang terkini adalah isolasi buatan berupa PVC (Polyvinyl Chloride) dan XLPE (Cross-Linked Polyethylene). Jenis bahan isolasi PVC dan XLPE pada saat ini telah berkembang pesat dan merupakan bahan isolasi yang andal.<br />
<br />
Di waktu yang lalu, bahan yang banyak digunakan untuk saluran listrik adalah jenis tembaga (Cu). Namun karena harga tembaga yang tinggi dan tidak stabil bahkan cenderung naik, aluminium mulai dilirik dan dimanfaatkan sebagai bahan kawat saluran listrik, baik saluran udara maupun saluran kabel tanah. Lagipula, kawat tembaga sering dicuri karena bahannya dapat dimanfaatkan untuk pembuatan berbagai produk lain.<br />
<br />
Suatu ikhtisar akan disampaikan dibawah ini mengenai berbagai jenis logam atau campurannya yang dipakai untuk kawat saluran listrik, yaitu: <br />
<br />
• Tembaga elektrolitik, yang harus memenuhi beberapa syarat normalisasi, baik mengenai daya hantar listrik maupun mengenai sifat-sifat mekanikal.<br />
<br />
• Brons, yang memiliki kekuatan mekanikal yang lebih besar, namun memiliki daya hantar listrik yang rendah. Sering dipakai untuk kawat pentanahan.<br />
<br />
• Aluminium, yang memiliki kelebihan karena materialnya ringan sekali. Kekurangannya adalah daya hantar listrik agak rendah dan kawatnya sedikit kaku. Harganya sangat kompetitif. Karenanya merupakan saingan berat bagi tembaga, dan dapat dikatakan bahwa secara praktis kini mulai lebih banyak digunakan untuk instalasi-instalasi listrik arus kuat yang baru dari pada menggunakan tembaga.<br />
<br />
• Aluminium berinti baja, yang biasanya dikenal sebagai ACSR (Aluminium Cable Steel Reinforced), suatu kabel penghantar aluminium yang dilengkapi dengan unit kawat baja pada inti kabelnya. Kawat baja itu diperlukan guna meningkatkan kekuatan tarik kabel. ACSR ini banyak digunakan untuk kawat saluran hantar udara.<br />
<br />
• Aldrey, jenis kawat campuran antara aluminium dengan silicium (konsentrasinya sekitar 0,4 % – 0,7 %), Magnesium (konsentrasinya antara 0,3 % - 0,35 %) dan ferum (konsentrasinya antara 0,2 % - 0,3 %). Kawat ini memiliki kekuatan mekanikal yang sangat besar, namun daya hantar listriknya agak rendah.<br />
<br />
• Cooper-weld, suatu kawat baja yang disekelilingnya diberi lapisan tembaga.<br />
<br />
• Baja, bahan yang paling banyak digunakan sebagai kawat petir dan juga sebagai kawat pentanahan.<br />
<br />
Berdasarkan ikhtisar diatas, dapat dikatakan bahwa bahan yang terpenting untuk saluran penghantar listrik adalah tembaga dan aluminium, sehingga kedua bahan tersebut banyak digunakan sebagai kawat pengantar listrik, baik saluran hantar udara maupun kabel tanah.<br />
<br />
Untuk pembahasan lebih detail mengenai bahan penghantar listrik, dapat dibaca pada artikel berikut:<br />
<br />
<a href="http://dunia-listrik.blogspot.com/2009/03/ilmu-bahan-listrik-dasar.html">“Ilmu Bahan Listrik Dasar”</a> , <a href="http://dunia-listrik.blogspot.com/2008/09/konduktor.html">"Konduktor"</a> dan <a href="http://dunia-listrik.blogspot.com/2009/02/electrical-power-cable-engineering.html">“Electrical Power Cable Engineering”</a><br />
atau kunjungi label artikel: <a href="http://dunia-listrik.blogspot.com/search/label/ilmu%20Bahan%20Listrik">"Ilmu Bahan Listrik"</a><br />
<br />
Semoga bermanfaat, <br />
Sumber: “Distribusi dan Utilisasi Tenaga Listrik” – Abdul Kadir.</span>Arief Hariohttp://www.blogger.com/profile/00033187674161337755noreply@blogger.com0tag:blogger.com,1999:blog-7497826395814186938.post-80815839251438822602011-07-05T07:57:00.001+07:002011-07-05T07:57:52.333+07:00Kalkulasi Tegangan Jatuh ListrikApa arti praktis kalkulasi tegangan jatuh <a href="http://dunia-listrik.blogspot.com/">listrik</a> bagi seorang perencana listrik ketenagaan? Kalkulasi ini adalah sama artinya dengan perencanaan ukuran-ukuran kabel daya dan sistem proteksi listrik ketenagaan yang aman suatu bangunan atau utilitas plant. Contohnya jika seorang insinyur listrik diminta untuk merancang ukuran kabel 3-fasa untuk suatu pompa submersible listrik 150 HP, 380 V yang akan digunakan sebagai pompa banjir( katakan banjir lumpur Porong Sidoarjo). Pompa tersebut berjarak 125 meter dari sumber listriknya(atau panel induknya), berapa ukuran kabel yang aman, tidak panas tetapi ekonomis, kemudian berapa ukuran rating pemutus tenaga (Circuit Breaker atau Fuse) agar dapat memproteksi kabel secara aman terhadap beban lebih.<span class="fullpost"><br />
<br />
Seorang mahasiswa calon insinyur atau ahli madya yang serius belajar disiplin ilmunya seharusnya menguasai program spread-sheet excel sehingga kalkulasi kelistrikan secara umum akan lebih cepat difahami, dilatih, dan diingat terus sebagai pegangan bagi seorang praktisi listrik ketenagaan. Karena variabel-variabel ukuran kabel yang banyak, dan pembebanan arus yang juga bervariasi tergantung dari kebutuhan beban listrik, maka menggunakan program excel adalah merupakan keharusan. Berikut ini bentuk formulasi dasar tegangan jatuh dalam bentuk format excel/ppt yang dapat dikembangkan lebih jauh untuk aplikasi yang berbeda.<br />
<br />
Kalkulasi tegangan jatuh listrik sebenarnya berdasarkan hukum Ohm kemudian ditambahkan faktor reaktansi (induktif atau kapasitif) dan faktor daya, maka formulasinya untuk aplikasi tegangan rendah sampai tegangan menengah 20 KV dapat ditulis sbb :<br />
<br />
Tegangan jatuh = 1.732*R*I*cos f + 1.732*X*I*sin f<br />
<br />
dimana 1.732 adalah hasil akar 3 ( beban 3-fasa), I adalah arus beban, R adalah resistansi arus bolak-balik AC ( bukan arus searah DC) , X adalah reaktansi induktif, dan cos f adalah faktor daya.<br />
<br />
Kemudian data-data resistansi kabel dapat dicari dari buku katalog spesifikasi kabel seperti Supreme, Kabel Metal, Kabelindo, Tranka, Voksel yang bisa diminta langsung ke fabrikannya atau produk luar negeri untuk industri perminyakan seperti Pirelli atau Okonite. Data resistansi kabel pada umumnya disajikan dalam bentuk satuan Ohm per-kilometer sebagai resistansi arus searah DC, artinya resistansi terbaca jika kita mengukur dengan alat ukur Ohm-meter. Yang kita perlukan adalah resistansi AC (arus bolak-balik), kalau ditampilkan resistansi AC pada suhu 90 derajat Celsius maka resistansinya menjadi lebih besar. Umumnya suhu inti konduktor kabel yang diizinkan adalah 70 derajat Celsius, jadi resistansinya lebih kecil dari tabel.<br />
<br />
Rumus tegangan jatuh diatas dapat diaplikasikan untuk arus searah DC maka faktor daya = 1 sehingga formulasinya untuk kabel 2 jalur adalah Tegangan jatuh = 2*R*I dimana R adalah resistansi DC ( hasil pengukuran alat Ohm-meter) dan I adalah arus searah DC. <br />
<br />
Berapa jatuh tegangan kerja yang diizinkan. Jika tegangan rumah 220 Volt dan misalnya kita menerima dari sumber PLN hanya 200 Volt berari jatuh tegangan 10%, maka hal ini akan mengganggu performance motor listrik mesin pendingin (Air Conditioner atau Kulkas) atau pompa air. Jatuh tegangan maksimum 5% dari sumber ke beban konsumen masih dapat diterima sistem (misalnya sumber 400 Volt dan kita sebagai konsumen menerima tegangan kerja setelah dibebani sebesar 380 Volt), tetapi untuk perencanaan terkadang ada yang menetapkan 2,5 %, tergantung untuk aplikasi dimana dan semuanya akan mempengaruhi total biaya instalasi <a href="http://dunia-listrik.blogspot.com/">listrik</a>. <br />
<br />
Sebagai referensi online, pembaca dapat meng-click link-link situs <a href="http://www.okonite.com/engineering/voltage-regulation.html">Okonite</a> atau <a href="http://www.geindustrial.com/solutions/engineers/usefultools.html">General Electric</a> untuk studi perbandingan aplikasi tegangan jatuh, tetapi ingat rating tegangan listrik Amerika berbeda dengan Indonesia, jadi kita harus mengkonversikan dahulu dan pula mereka menggunakan standar ukuran kabel AWG( lihat tabel konversi AWG dan mm2 dibawah). Silahkan pembaca melatih formulasi tegangan jatuh ini dengan excel dengan data dari berbagai sumber dan silahkan dikembangkan lebih jauh. <br />
<br />
sumber: http://www.geocities.com/kelistrikan/powercable.htm (situs sudah tidak dapat dibuka karena yahoo geocities sudah menghentikan pelayanan gratisnya)</span>Arief Hariohttp://www.blogger.com/profile/00033187674161337755noreply@blogger.com0tag:blogger.com,1999:blog-7497826395814186938.post-68613721270259067472011-07-05T07:56:00.000+07:002011-07-05T07:56:47.663+07:00Tentang Panas BumiEnergi Geo (Bumi) thermal (panas) berarti memanfaatkan panas dari dalam bumi. Inti planet kita sangat panas- estimasi saat ini adalah,500°C (9,932° F)- jadi tidak mengherankan jika tiga meter teratas permukaan bumi tetap konstan mendekati 10°C-16°C (50°F-60°F) setiap tahun. Berkat berbagai macam proses geologi, pada beberapa tempat temperatur yang lebih tinggi dapat ditemukan di beberapa tempat.<span class="fullpost"><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhf9mPNgr3opy9GqWCBZKNCNdXYld9VPok2LTy21N54UJAKsF2fFERjtIsyOgCK_V1yO8RQaQf7dcWFB4LsHE0tuR9Obd8FHh9sTXvECBgHHxOA4-QzxtfPts4DyIIyK4lpTh7UbLJwF07n/s1600/sumber+geo+thermal.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5600705964369975634" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhf9mPNgr3opy9GqWCBZKNCNdXYld9VPok2LTy21N54UJAKsF2fFERjtIsyOgCK_V1yO8RQaQf7dcWFB4LsHE0tuR9Obd8FHh9sTXvECBgHHxOA4-QzxtfPts4DyIIyK4lpTh7UbLJwF07n/s200/sumber+geo+thermal.jpg" style="cursor: hand; cursor: pointer; display: block; height: 154px; margin: 0px auto 10px; text-align: center; width: 200px;" /></a><br />
<br />
<span style="font-weight: bold;">Menempatkan panas untuk bekerja</span><br />
<br />
Dimana sumber air panas geothermal dekat permukaan, air panas itu dapat langsung dipipakan ke tempat yang membutuhkan panas. Ini adalah salah satu cara geothermal digunakan untuk air panas, menghangatkan rumah, untuk menghangatkan rumah kaca dan bahkan mencairkan salju di jalan.<br />
<br />
Bahkan di tempat dimana penyimpanan panas bumi tidak mudah diakses, pompa pemanas tanah dapat membahwa kehangatan ke permukaan dan kedalam gedung. Cara ini bekerja dimana saja karena temparatur di bawah tanah tetap konstan selama tahunan. Sistem yang sama dapat digunakan untuk menghangatkan gedung di musim dingin dan mendinginkan gedung di musim panas.<br />
<br />
<span style="font-weight: bold;"><a href="http://dunia-listrik.blogspot.com/2008/09/pembangkit-listrik-panas-bumi-1.html">Pembangkit listrik</a></span><br />
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Pembangkit Listrik tenaga geothermal menggunakan sumur dengan kedalaman sampai 1.5 KM atau lebih untuk mencapai cadangan panas bumi yang sangat panas. Beberapa pembangkit listrik ini menggunakan panas dari cadangan untuk secara langsung menggerakan turbin. Yang lainnya memompa air panas bertekanan tinggi ke dalam tangki bertekanan rendah. Hal ini menyebabkan "kilatan panas" yang digunakan untuk menjalankan generator turbin. Pembangkit listrik paling baru menggunakan air panas dari tanah untuk memanaskan cairan lain, seperti isobutene, yang dipanaskan pada temperatur rendah yang lebih rendah dari air. Ketika cairan ini menguap dan mengembang, maka cairan ini akan menggerakan turbin generator.<br />
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<span style="font-weight: bold;">Keuntungan Tenaga Panas Bum</span>i<br />
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Pembangkit listrik tenaga Panas Bumi hampir tidak menimpulkan polusi atau emisi gas rumah kaca. Tenaga ini juga tidak berisik dan dapat diandalkan. Pembangkit listik tenaga geothermal menghasilkan listrik sekitar 90%, dibandingkan 65-75 persen pembangkit listrik berbahan bakar fosil.<br />
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Sayangnya, bahkan di banyak negara dengan cadangan panas bumi melimpah, sumber energi terbarukan yang telah terbukti ini tidak dimanfaatkan secara besar-besaran.<br />
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sumber: greenpiece indonesia<br />
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<span style="font-weight: bold;">Isu Pemanasan Global</span><br />
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Pemanasan global dan polusi dan pembakaran bahan bakar fosil yang menyebabkan bahwa ada ancaman di seluruh dunia. Selimut ini polusi dunia, perangkap panas dan membuat efek rumah kaca yang mempengaruhi atmosfir bumi. Semua ini berdampak pada persediaan air bersih, kesehatan masyarakat, pertanian, pantai, hutan, dan banyak lagi.<br />
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<span style="font-weight: bold;">Energi bersih, terbaharukan dan ramah lingkungan</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUX4DXK7-Uz0hHXJm3Hiij-NcKj-C5Ph0hTDej0iKg_D5vFyNioy5p9bp7OAm782Yz0gQHzPlBSU8la9pAu0BkTdPxemkwprBKcHQTB4xaVOPT280jApXcVW5ZbN60M1F4Vrk5JKpD8_6z/s1600/diagram+skematik+penggunaan+langsung+energi+geothermal.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5600705644477029442" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUX4DXK7-Uz0hHXJm3Hiij-NcKj-C5Ph0hTDej0iKg_D5vFyNioy5p9bp7OAm782Yz0gQHzPlBSU8la9pAu0BkTdPxemkwprBKcHQTB4xaVOPT280jApXcVW5ZbN60M1F4Vrk5JKpD8_6z/s200/diagram+skematik+penggunaan+langsung+energi+geothermal.jpg" style="cursor: hand; cursor: pointer; display: block; height: 150px; margin: 0px auto 10px; text-align: center; width: 200px;" /></a><br />
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Panas Bumi adalah sumber energi panas yang terkandung di dalam air panas, uap air, dan batuan bersama mineral ikutan dan gas lainnya yang secara genetik semuanya tidak dapat dipisahkan dalam suatu sistem Panas Bumi dan untuk pemanfaatannya diperlukan proses penambangan.<br />
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Pemanfaatan panas bumi relatif ramah lingkungan, terutama karena tidak memberikan kontribusi gas rumah kaca, sehingga perlu didorong dan dipacu perwujudannya; pemanfaatan panas bumi akan mengurangi ketergantungan terhadap bahan bakar minyak sehingga dapat menghemat cadangan minyak bumi<br />
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Potensi energi panas bumi di Indonesia mencakup 40% potensi panas bumi dunia, tersebar di 251 lokasi pada 26 propinsi dengan total potensi energi 27.140 MW atau setara 219 Milyar ekuivalen Barrel minyak. Kapasitas terpasang saat ini 1.194 atau 4% dari seluruh potensi yang ada.<br />
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sumber: PERTAMINA GeoThermal Energy<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3yt4zW9RCzlqO4_i6MgZfvS19LSNPSL2aVoGTqjqPBdlquSWWJfyvFveGwXKERfKvSnyLN0-Hvc2ciq0x_7Z9X-ziyFI2iu74k7LRCF5aHhL6GEbCbf8ZCKHFRzm6ZyA4bwDTJ1hQ-KE5/s1600/diagram+skematik+penggunaan+energi+geothermal.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5600705641032099090" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3yt4zW9RCzlqO4_i6MgZfvS19LSNPSL2aVoGTqjqPBdlquSWWJfyvFveGwXKERfKvSnyLN0-Hvc2ciq0x_7Z9X-ziyFI2iu74k7LRCF5aHhL6GEbCbf8ZCKHFRzm6ZyA4bwDTJ1hQ-KE5/s200/diagram+skematik+penggunaan+energi+geothermal.jpg" style="cursor: hand; cursor: pointer; display: block; height: 150px; margin: 0px auto 10px; text-align: center; width: 200px;" /></a><br />
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<span style="font-weight: bold;"><span style="font-weight: bold;"><a href="http://dunia-listrik.blogspot.com/2008/11/penentuan-kapasitas-pembangkitan-pltp.html">PANAS BUMI DI INDONESIA: PROBLEM SOLVER ATAU PROBLEM MAKER?</a></span></span><br />
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Kalau kita membaca judul di atas, terbayang betapa berat beban yang harus ditanggung pihak-pihak yang terkait dengan pengembangan panas bumi. Dari sekian banyak stakeholders pengembangan panas bumi, paling tidak ada 3 pihak utama, yaitu pengembang panas bumi, PLN sebagai pembeli dan pemerintah sebagai regulator.<br />
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Mengapa sampai ada pertanyaan di atas? Ini dikarenakan banyak pihak yang berpendapat, yang mengisyaratkan ketidakyakinan, apakah pengembangan panas bumi merupakan langkah yang strategis, tepat, dan ekonomis buat Negara ataukah malah sebaliknya, akan memberikan beban kepada Negara ini. Meskipun pada sisi yang lain, banyak pihak juga yang optimis bahwa panas bumi akan memberikan solusi terhadap kekurangan pasokan listrik nasional. Pertanyaan yang sering diutarakan adalah pada harga beli listrik berapa yang harus ditanggung oleh PLN.<br />
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<span style="font-weight: bold;">Panas Bumi</span><br />
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Seperti diketahui dari data Pemerintah, bahwa Indonesia memiliki potensi panas bumi sebesar 40% cadangan dunia, yaitu mencapai 27.000 MW. Jumlah yang sangat besar apabila dapat dikembangkan dan dimanfaatkan sebaik-baiknya untuk penyediaan listrik nasional. Sampai sejauh ini, pemanfaatannya hanya sebesar 1.196 MW (4.4%) saja yang berasal dari 7 pembangkit listrik yaitu di Jawa, Sulawesi dan Sumatera Utara. Mengapa baru sebesar itu? Dalam kebijakan energy-mix ditargetkan bahwa pada tahun 2025, Indonesia harus sudah dapat memanfaatkan panas bumi sebagai sumber energi minimum 5% (atau lebih dari 1.350 MW) terhadap konsumsi energi nasional. Berdasarkan milestone-nya, sesuai yang termuat dalam Blue Print Pengelolaan Energi Nasional 2006-2025, diperlukan penambahan lebih dari 5.000 MW Pembangkit Listrik Tenaga Panasbumi (PLTP) sebelum tahun 2015. Hal ini kemudian tertuang dalam Rencana Proyek Kelistrikan 10.000 MW Tahap Kedua antara tahun 2010-2015.<br />
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<span style="font-weight: bold;">Panas Bumi di Indonesia</span><br />
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Dari beberapa artikel yang Penulis baca, kebutuhan listrik nasional akan meningkat antara 6-10% per tahun. Dari data PLN Jawa Bali, beban puncak dari Januari sampai dengan April 2010 berkisar antara 14.000-17.000 MW (80% dari beban nasional). Apabila dihitung rata-rata sebesar 16.000 MW, maka kebutuhan listrik nasional saat ini menjadi sekitar 20.000 MW. Rata-rata margin cadangan listrik nasional saat ini adalah 20% sedangkan persentase margin yang ideal diasumsikan sebesar 35%. Dengan mempertimbangkan kehilangan listrik secara nasional rata-rata sebesar 10% (tahun 2009), maka jumlah listrik yang harus tersedia pada kuartal pertama 2010 menjadi sekitar 29.000 MW. Tingkat elektrifikasi nasional sampai dengan Oktober 2009 baru sebesar 64% (masih di bawah 50% untuk Indonesia bagian timur, sedang Jakarta hampir 100%). Target PLN adalah 80% pada tahun 2014, terutama akan tercapai dengan masuknya pengusahaan listrik oleh swasta. Bagaimana kebutuhan listrik nasional sebesar itu dapat terpenuhi? Direktur Utama PT PLN (Persero) sebelum Dahlan Iskan, Fahmi Mochtar pernah mengatakan bahwa ada 4 tantangan utama yang menjadi penghambat percepatan penyediaan energi listrik nasional yaitu keseimbangan antara supply dan demand, tarif dan subsidi, optimalisasi "fuel mix" serta keamanan penyediaan energi primer. Dari situs Berita Indonesia, April 2009, kapasitas pembangkitan pada tahun 2009 adalah sebesar 29.705 MW (Jawa-Bali 22.302 MW dan di luar Jawa-Bali sebesar 7.403 MW). Dari data ini dapat dilihat bahwa margin cadangan listrik yang kita punyai relatif kecil. Inilah salah satu penyebab mengapa masih sering terjadi shortage listrik di Jawa-Bali.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKShUo0Jvznr4N1pgLK1tNSgCxw0O5VRLHxsLW_OfrxAuMuZO7Q17PJuG3ctv5T-ruEGFAInso5SxnbckwWQu4xJ7dqayDncbNWU2SY-bKt6huuv32MGgND4E_fxQUYhw2ogTd6n-fVSbP/s1600/geothermal-energy-potential-indonesia.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5600705656670517890" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKShUo0Jvznr4N1pgLK1tNSgCxw0O5VRLHxsLW_OfrxAuMuZO7Q17PJuG3ctv5T-ruEGFAInso5SxnbckwWQu4xJ7dqayDncbNWU2SY-bKt6huuv32MGgND4E_fxQUYhw2ogTd6n-fVSbP/s200/geothermal-energy-potential-indonesia.jpg" style="cursor: hand; cursor: pointer; display: block; height: 115px; margin: 0px auto 10px; text-align: center; width: 200px;" /></a><br />
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<span style="font-weight: bold;">Kamojang</span><br />
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Sejauh mana cadangan energi nasional mampu menjawab tantangan kebutuhan listrik di atas? Menurut dokumen Departemen Energi Dan Sumber Daya Mineral, Siaran Pers Nomor 24/HUMAS DESDM/2008 pada bulan April 2008 tentang Membangun Ketahanan Energi Nasional, disebutkan bahwa pada April 2008, cadangan dan produksi energi Indonesia terdiri dari Minyak Bumi dengan sumber daya 56,6 miliar barel, cadangan 8,4 miliar barel, produksi 348 juta barel dan rasio cadangan/produksi 24 tahun. Gas bumi dengan sumber daya 334,5 TSCF, cadangan 165 TSCF, produksi 2,79 TSCF dan rasio cadangan/produksi 59 tahun. Batubara dengan sumber daya 90,5 miliar ton, cadangan 18,7 miliar ton dan produksi 201 juta ton, sedangkan rasio cadangan/produksi 93 tahun. Coal Bed Methane (CBM) dengan sumber daya 453 TSCF. Tenaga air 75,67 GW, panas bumi 27 GW, mikro hydro 0,45 GW, biomass 49,81 GW, tenaga surya 4,8 kWh/m2/day, tenaga angin 9,29 GW dan uranium 3 GW untuk 11 tahun (hanya di Kalan, Kalimantan Barat). Dari cadangan yang tersisa, bahan bakar fosil akan habis dalam waktu yang tidak terlalu lama. Dengan mengandalkan sumber energi dari fosil maka akan ada ketergantungan yang tinggi terhadap harga pasar dan kehilangan kesempatan untuk mendapatkan pendapatan/devisa dari ekspor bahan bahan bakar fosil tersebut karena pemanfaatan di dalam negeri. Panas bumi mempunyai keunikan secara alami yang tidak dipunyai oleh sebagian besar jenis energi yang lain, diantaranya adalah bahwa hasil dari panas bumi tidak dapat di-ekspor, hanya dapat dimanfaatkan di lokasi asal panas bumi tersebut dihasilkan, ramah lingkungan untuk mendukung usaha pemerintah merespon isu global warming, merupakan energi terbarukan, pengusahaannya tidak memerlukan lahan yang luas, tingkat keandalan pembangkit yang tinggi sehingga menjadi dapat alternative base-load dari PLN, bebas dari risiko kenaikan harga bahan bakar fosil, tidak tergantung dari cuaca, dan pada akhirnya dapat menggantikan sebagian dari bahan bakar fosil yang makin habis.<br />
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Pengusahaan panas bumi mempunyai keunikan dibandingkan dengan energi yang lain. Produksi dari pengusahaan hulu adalah uap panas yang sebagian besar akan dipakai untuk menggerakkan sudu-sudu pembangkit listrik. Kapasitas dan jenis pembangkit listrik dirancang dengan mempertimbangkan parameter-parameter tertentu; terutama karakteristik uap, cadangan yang tersedia di reservoir, kemampuan produksi uap per sumur, dan kondisi lokasi untuk tempat pembangkit. Hal-hal tersebut akan menentukan besarnya investasi yang akan ditanamkan. Skema pengusahaan dari hulu (produksi uap) ke hilir (produksi listrik) ini dikenal dengan skema total project. Pengusahaan dapat juga mengusahakan produksi uapnya saja, kemudian dijual ke pihak lain seperti yang terjadi di wilayah Gunung Salak, Drajat dan Lahendong. Pada saat ini investor secara umum lebih tertarik dengan skema pengembangan total project. Hal ini dapat dipahami karena dengan skema total project, pengembang dapat menjamin kepastian tidak adanya keterlambatan pemanfaatan produksi uap menjadi listrik. Namun demikian, baik skema parsial maupun total project, pengembang haruslah mendapatkan kepastian bahwa produksi uap dan listriknya dibeli dengan harga yang wajar oleh pembeli, dalam hal ini PLN. Karena PLN adalah pembeli tunggal listrik hasil pengusahaan tersebut, maka wajar apabila sebelum pengembang memutuskan suatu investasi, mulai dari mengikuti lelang wilayah panas bumi, eksplorasi dan eksploitasi, sudah harus diketahui berapa harga listrik yang akan diterima kalau berhasil memproduksi uap dan listrik. Hal ini berbeda dengan pengusahaan batubara dan migas, yang hasil produksinya dapat dijual bebas ke pasar dengan harga pasar. Karena itu dengan adanya beberapa lelang WKP yang melelangkan harga jual listrik sebagai penentu, dapat dikatakan sebagai langkah terobosan Pemerintah untuk mempercepat proses pembangunan pembangkit listrik panas bumi. Penentuan harga beli listrik ini sempat lama ditunggu oleh para pengembang, dan setelah melalui beberapa perubahan peraturan, akhirnya Pemerintah mengeluarkan Peraturan Menteri ESDM Nomor 32/2009 pada tanggal 4 Desember 2009, yang menetapkan harga patokan tertinggi pembelian tenaga listrik oleh PLN dari pembangkit listrik tenaga panas bumi sebesar 9,70 sen US$/Kwh. Harga ini sama dengan harga beli listrik yang diusulkan oleh API (Asosiasi Panas Bumi Indonesia), namun lebih tinggi dari usulan PLN yaitu sebesar 7,6 sen US$/Kwh. Usulan API dibarengi dengan rekomendasi bahwa project IRR yang menarik untuk pengembang adalah 16%, lebih tinggi dibandingkan dengan usulan PLN sebesar 12%. JICA/BKF-DEPKEU melakukan kajian harga beli listrik panas bumi dan hasilnya adalah sebesar 11,9 sen US$/Kwh. Perbandingan yang lebih lengkap dapat dilihat pada tabel di bawah ini.<br />
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Apakah besaran maksimum harga beli di atas memberikan dampak positif sehingga membuat para pengembang tertarik dan segera menanamkan investasi? Dari beberapa kesempatan dan berdasarkan uraian di beberapa media, nampaknya pengembang dapat menerima ceiling price yang dikeluarkan, namun masih menyisakan kebimbangan; diantaranya adalah apakah PLN akan membeli listrik dengan hasil lelang WKP? Bagaimana dengan key terms and conditions dari Electricity Sales Contract-nya (ESC)? PLN dalam banyak kesempatan masih meyakini bahwa harga beli listrik panas bumi seharusnya sama atau lebih rendah dari batubara. Masih menurut studi JICA (West JEC), harga beli listrik batubara berfluktuasi tergantung dari harga pasar batubara. Pada harga pasar tertentu, harga beli listrik dari batubara memang masih lebih rendah dari harga beli listrik panas bumi. Dengan memakai harga listrik panas bumi hasil studi JICA, sepanjang harga pasar batubara tidak lebih dari US$ 135 per ton, maka harga beli listrik batubara masih lebih rendah dari harga beli listrik panas bumi. Hal ini tentu menyisakan pertanyaan apakah harga batubara dapat bertahan di bawah harga tersebut dalam 30 tahun ke depan seiring dengan makin menipisnya cadangannya? Bagaimana dampaknya terhadap ketahanan dan swasembada energi nasional?<br />
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Tabel 1: Harga Pembelian PLTP dengan Kapasitas 110 MW (Base Price, sen US$/Kwh)<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJwSPJMD5JYqBSf2Nh3TGniW9buv6y-1JP33AfEPtHwtNgirxtxRk6SsG_E787t7MaU9e_0nX_-TMuT95ycBsPayUyvD4LqYj9Ry-cWeGyDcvr76l2P98iiMARM42cn0Hr75cmj60mhRH7/s1600/table+panas+bumi.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5600705970025343010" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJwSPJMD5JYqBSf2Nh3TGniW9buv6y-1JP33AfEPtHwtNgirxtxRk6SsG_E787t7MaU9e_0nX_-TMuT95ycBsPayUyvD4LqYj9Ry-cWeGyDcvr76l2P98iiMARM42cn0Hr75cmj60mhRH7/s200/table+panas+bumi.JPG" style="cursor: hand; cursor: pointer; display: block; height: 142px; margin: 0px auto 10px; text-align: center; width: 200px;" /></a><br />
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Tabel 2: Harga Listrik Pembangkit Batubara (PLTU) Hasil Studi JICA (West JEC)<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhoUl3eDtLpGzA7wsyuIjM0ebo1_epA4J8rXBPnkOvyDokRbK0XD7qVyP6ibspqvKJQJs6RwODXk5wWFKEhLkQR0Y1836IaJgEBtRrrKtnCGZspBaq7_Zc0KvFqYQvAb3tn6m9_Z1K_K7E/s1600/grafik+panas+bumi.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5600705657109259410" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhoUl3eDtLpGzA7wsyuIjM0ebo1_epA4J8rXBPnkOvyDokRbK0XD7qVyP6ibspqvKJQJs6RwODXk5wWFKEhLkQR0Y1836IaJgEBtRrrKtnCGZspBaq7_Zc0KvFqYQvAb3tn6m9_Z1K_K7E/s200/grafik+panas+bumi.JPG" style="cursor: hand; cursor: pointer; display: block; height: 133px; margin: 0px auto 10px; text-align: center; width: 200px;" /></a><br />
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Dengan memperhitungan keunikan panas bumi, JICA (West JEC) menyatakan bahwa totalbiaya pembangkit listrik PLTU (batubara) adalah sen 17,7 sen US$/kwh, lebih mahal sebesar 5,8 sen US$ per kwh dibandingkan dengan panas bumi. Perbedaan ini disebabkan oleh selisih efisiensi pembangkit, kesempatan mendapatkan devisa dari ekspor batubara, selisih pendapatan pajak serta biaya lingkungan yang harus dibebankan untuk pengusahaan batubara.<br />
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Apakah harga beli listrik panas bumi sebesar di atas tidak memberikan beban subsisi yang semakin besar ke Negara? Memang, banyak pihak yang mengatakan bahwa sejalan dengan pengembangan panas bumi sebagai sumber tenaga listrik, maka biaya subsidi yang akan ditanggung Negara akan meningkat. Hal ini tidak tepat. Seperti diketahui bahwa BPP (Biaya Pokok Penyediaan) PLN tahun 2009 adalah sebesar US$ 10 sen sedangkan harga tertinggi listrik panas bumi yang ditetapkan adalah US$ 9,7 sen. Sehingga harga beli listrik pada lokasi yang sama (electricity grid) panas bumi secara nasional masih lebih rendah dari BPP. Dengan berjalannya waktu dan dengan terambilnya porsi listrik dari tenaga diesel yang tergantikan oleh sumber panas bumi misalnya, maka BPP tentu akan turun sehingga harga beli listrik panas bumi tidak lagi lebih rendah dari BPP.<br />
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Dari semua uraian di atas, Penulis berpendapat bahwa pengusahaan tenaga listrik dari panas bumi merupakan salah satu solusi yang tepat; terutama untuk menambah tingkat elektrifikasi nasional, meningkatkan ketahanan Negara dan swasembada di bidang listrik karena pemanfaatan sumberdaya lokal yang secara karakteristik harus dimanfaatkan di tempat (non-exportable), mendukung penuh upaya Negara dalam menurunkan efek global warming, dan di atas semua itu, pemanfaatan sumberdaya panas bumi, secara integral, tidak memberikan beban subsidi yang lebih besar kepada Negara. Salah satu kunci sukses percepatan pengembangan sumberdaya panas bumi adalah response yang cepat dari PLN dalam pencapaian kesepakatan dengan para pengembang PLTP, baik dari sisi harga beli listrik maupun dalam kesepakatan ketentuan-ketentuan dan kondisi-kondisi yang penting dalam kontrak pembelian listrik. Dan pada akhirnya, kelengkapan dan ketersediaan peraturan-peraturan pendukung secara cepat dan akurat tentu sangat diperlukan oleh PLN dan para pengembang untuk bersama-sama memajukan bangsa dan Negara ini.<br />
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Semoga...<br />
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Catatan Tentang Penulis<br />
Win Sukardi (Ir., M. Eng, MM, MBA, M. Hum, C.P.M.), salah satu pemerhati energi dan alumni Teknik Mesin UB-1987.</span>Arief Hariohttp://www.blogger.com/profile/00033187674161337755noreply@blogger.com0tag:blogger.com,1999:blog-7497826395814186938.post-17630333615619139132011-07-05T07:43:00.000+07:002011-07-05T07:43:18.567+07:00Potensi Sumber Energi Listrik Terbarukan dan Ramah Lingkungan<strong>Pendahuluan</strong><br />
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Terlena…<br />
Mungkin « terlena » adalah kata yang tepat untuk menggambarkan kondisi masyarakat Indonesia pada umumnya dan dunia ketenagalistrikan Indonesia pada khususnya.<br />
Lalu mengapa terlena ? Indonesia dikaruniai sumber daya yang luar biasa. Tanah yang subur (ibaratnya apabila tongkat kita tanam, bisa tumbuh menjadi pohon), kekayaan alam mineral yang berlimpah, hutan hujan tropis yang terbentang dari ujung timur hingga ujung barat Indonesia, dan yang sering kita lupakan, lautan luas yang menyatukan satu pulau dengan pulau lainnya.<br />
Di awal kemerdekaan, ketika konsumsi energi listrik belum besar seperti sekarang, dan Indonesia merupakan salah satu penghasil minyak bumi yang signifikan di dunia, tentunya bahan bakar minyak adalah solusi yang tepat sebagai sumber energi listrik di saat itu. Seiring berjalannya waktu, konsumsi listrik kita semakin meningkat, begitu pula harga minyak bumi yang tendensinya selalu meningkat. Di lain pihak, ternyata produksi minyak bumi kita menurun, bahkan kita harus mengimpor dari negara-negara Timur Tengah, pertumbuhan penggunaan sumber energi listrik selain minyak bumi juga tidak seiring dengan laju pertumbuhan konsumsi.<br />
Ketidakreaktifan kita terhadap situasi dan keterlenaan kita terhadap kondisi yang nyaman membuat masalah timbul silih berganti. Ketika situasi sudah menjadi buruk, seperti pemadaman bergilir menjadi keseharian di tanah air, kita baru mencanangkan program PLTU batu bara 10.000 MW, dan saat ini sudah mulai dicanangkan program PLTU batu bara 10.000 MW edisi II. Jika kita lebih reaktif dan tidak terlena terhadap kondisi Indonesia yang begitu nyaman seperti surga, mungkin permasalahan yang telah disebutkan tidak perlu terjadi. Dan dengan beralihnya kita dari minyak bumi menuju batu bara, apakah permasalahan kita sekarang akan terulang kembali di masa depan?<br />
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<strong>Tenaga Nuklir</strong><br />
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Ada solusi yang coba dipaparkan di sini. Nuklir adalah salah satu solusi. Perdebatan terhadap implementasi pembangkit listrik tenaga nuklir (PLTN) masih terus menjadi hambatan di Indonesia. Di luar itu, nuklir memiliki beberapa keuntungan : Satu gram uranium sebagai bahan bakar dapat menghasilkan energi panas yang setara dengan hasil pembakaran 4 ton bahan bakar batubara atau 2 ton bahan bakar minyak bumi. Bahkan saat ini sedang ada penelitian satu unit PLTN dapat bekerja non-stop selama 30 tahun tanpa dibutuhkan uranium tambahan. Dalam artian, PLTN dapat lebih ekonomis dan minimnya risiko pemanasan global akibat emisi gas karbon dioksida.<br />
Permasalahan akan sampah radioaktif dan tingkat keamanan tentunya menjadi isu penting dalam PLTN. Saat ini, limbah radioaktif sisa PLTN tidak dibuang begitu saja, namun dilakukan proses daur ulang untuk dapat digunakan kembali. Sehingga jumlah sampah yang dihasilkan akan semakin sedikit dan menjadi tidak berbahaya. Mengenai masalah keamanan, jika kita melihat negara Prancis yang telah menggunakan PLTN sejak tahun 1956, tidak ada satu pun insiden yang membahayakan yang terjadi. Prancis mengklaim tingkat keamanan PLTN mereka mencapai 99,9999%.<br />
Risiko penggunaan PLTN sudah sedemikian kecil seiring dengan perkembangan teknologi saat ini. PLTN bisa jadi merupakan salah satu solusi permasalahan Indonesia.<br />
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<strong>Energi terbarukan dan ramah lingkungan</strong><br />
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Namun begitu, PLTN tetap menggunakan bahan bakar yang tidak terbarukan (Uranium), yang dalam artian akan habis dalam waktu dekat mengingat persediaan Uranium yang tidak banyak di bumi ini. Untuk memperoleh sumber energi yang berkelanjutan, kita memerlukan sumber energi yang terbarukan. Energi terbarukan merupakan energi dimana siklus materi pembawanya lebih cepat dari konsumsinya. Sehingga dapat dianggap tidak akan pernah habis dalam jangka waktu yang terbatas.<br />
Pada umumnya, dilihat dari sudut pandang sumber energi listrik, energi terbarukan memiliki keuntungan:<br />
- Sumber energi yang ketersediaannya dapat dikatakan tak terbatas<br />
- Dapat diperoleh secara cuma-cuma<br />
- Ramah lingkungan<br />
Sedangkan hambatannya adalah:<br />
- Investasi yang mahal<br />
- Energi yang fluktuatif, sehingga kurang dapat diandalkan<br />
Tentunya penelitian-peneliti an yang dilakukan saat ini difokuskan untuk mengatasi hambatan-hambatan tersebut.<br />
Secara umum, energi terbarukan dapat dibagi berdasarkan sumber energinya, yaitu:<br />
- Energi yang berasal dari matahari<br />
o Energi matahari secara langsung (photovoltaic dan thermal)<br />
o Tenaga angin<br />
o Biomassa dan biogas<br />
o Perbedaan suhu air laut<br />
o Pasang-surut air laut (gravitasi matahari dan bulan)<br />
- Energi yang berasal dari bumi<br />
o Energi panas bumi/geothermal<br />
o Tenaga air (gravitasi bumi)<br />
Selain biomassa dan biogas, sumber energi terbarukan merupakan energi yang ramah lingkungan karena tidak menghasilkan gas-gas yang berbahaya terutama karbon dioksida yang dapat mengakibatkan pemanasan global. Perlu kita ingatkan, bahwa Indonesia memiliki semua potensi itu, bahkan berlimpah. Negara kita terletak di khatulistiwa, sehingga energi matahari selalu tersedia sepanjang tahun. Selain itu, Indonesia juga dilewati oleh rangkaian gunung berapi aktif yang berarti potensi panas bumi yang dapat dimanfaatkan sangat berlimpah di Indonesia. Dan juga lautan yang luas di negeri kita, dapat dijadikan sumber energi yang sangat berlimpah.<br />
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<strong>Potensi</strong><br />
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Menurut penelitian yang dilakukan oleh KNIWEC dan PLN pada tahun 2004, besarnya potensi dan pemanfaatan energi terbarukan di Indonesia dapat dilihat pada Tabel 1 berikut.<br />
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<strong>Tabel 1. Potensi dan pemanfaatan energi terbarukan Indonesia </strong><br />
<table border="1" cellpadding="0" cellspacing="0"><tbody>
<tr> <td style="text-align: left;" valign="top"><strong>Jenis Energi</strong></td> <td valign="top"><strong>Unit</strong></td> <td valign="top"><strong>Total</strong></td> <td valign="top"><strong>Exist</strong></td> <td valign="top"><strong>%</strong></td><td valign="top"><strong> </strong></td> </tr>
<tr> <td valign="top">Panas Bumi</td> <td valign="top">MW</td> <td valign="top">27140</td> <td valign="top">807</td> <td valign="top">3,0</td> </tr>
<tr> <td valign="top">Tenaga Air</td> <td valign="top">MW</td> <td valign="top">75000</td> <td valign="top">4125</td> <td valign="top">5,5</td> </tr>
<tr> <td valign="top">Surya</td> <td valign="top">GW</td> <td valign="top">1200</td> <td valign="top">0,008</td> <td valign="top">0,0007</td> </tr>
<tr> <td valign="top">Tenaga Angin</td> <td valign="top">MW</td> <td valign="top">9290</td> <td valign="top">0,6</td> <td valign="top">0,0065</td> </tr>
<tr> <td valign="top">Biomass</td> <td valign="top">MW</td> <td valign="top">49810</td> <td valign="top">445</td> <td valign="top">0,9</td> </tr>
<tr> <td valign="top">Biogas</td> <td valign="top">MW</td> <td valign="top">680</td> <td valign="top">0,0</td> <td valign="top">0,0</td> </tr>
<tr> <td valign="top">Gambut</td> <td valign="top">MILL. BOE</td> <td valign="top">16880</td> <td valign="top">0,0</td> <td valign="top">0,0</td> </tr>
<tr> <td valign="top">Tidal</td> <td valign="top">MW</td> <td valign="top">240000</td> <td valign="top">0,0</td> <td valign="top">0,0</td> </tr>
</tbody> </table>Sumber: Rencana Usaha Penyediaan Tenaga Listrik 2006-2015, <em>PT PLN (Persero)</em>, Juli 2005.<br />
Dapat kita lihat bahwa pemanfaatan energi terbarukan masih sangat minim di Indonesia. Alasannya klise, masalah dana, dan Indonesia masih terlena dengan bahan bakar fosil yang ada. Bahkan, masih ada sumber energi terbarukan yang tidak tersentuh sama sekali untuk dikembangkan.<br />
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<strong>Program pengembangan desa mandiri energi</strong><br />
Ternyata pemerintah tidak tinggal diam saja, sebagai langkah awal pada tahun 2009, pemerintah mencanangkan pengembangan desa mandiri energi sebanyak 350 desa. Adapun pengembangan listrik perdesaan meliputi pembangunan PLTMH sebanyak 51 unit (2.741 kW), PLTS sebanyak 77.433 unit (3.872 kWp), PLTB sebanyak 6 unit (480 kW), gardu distribusi sebanyak 983 unit (46.075 kVA). JTM 3.146 kms dan JTR 2.891 kms. Sebaran pengembangan desa mandiri di Indonesia dapat dilihat pada Gambar 1.<br />
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" /> <br />
<br />
<div style="text-align: center;">Gambar 1. Program pengembangan desa mandiri 2009.</div><div style="text-align: left;"> </div><div style="text-align: left;"> </div>Hingga saat ini, penulis belum mendapat informasi mengenai keberlanjutan dan keberhasilan dari program ini di Indonesia.<br />
<strong>Kapasitas terpasang saat ini dan rencana ke depan</strong><br />
Komposisi pemanfaatan energi primer Indonesia pada tahun 2006 dan rencana pada tahun 2025 menurut Departemen ESDM terlihat pada Gambar 2.<br />
<div style="text-align: center;"><a href="http://ppitoulouse.files.wordpress.com/2010/03/gambar-21.jpg"><img alt="" class="aligncenter size-medium wp-image-393" height="117" src="http://ppitoulouse.files.wordpress.com/2010/03/gambar-21.jpg?w=300&h=117" title="Gambar 2" width="300" /></a>Gambar 2. Komposisi energi primer nasional</div>Pada tahun 2006, sebesar 95,57% energi primer Indonesia adalah bahan bakar fosil ! dan minyak bumi sebesar 51,66% ! Inilah yang menyebabkan PLN terus menggerogoti APBN Republik Indonesia. Pada tahun 2025, Indonesia menetapkan untuk mengurangi ketergantungannya terhadap minyak bumi hingga menjadi 20%, dan dapat kita lihat efek dari proyek PLTU batu bara 2 x 10000 MW, yang membuat porsi batu bara menjadi 33%, lebih besar dari minyak bumi.<br />
Yang menjadi fokus di sini adalah, di tahun 2025, Indonesia masih bergantung kepada bahan bakar fosil dan belum memanfaatkan secara maksimal energi terbarukan.<br />
<strong>Perbandingan dengan Prancis</strong><br />
Apabila kita bandingkan dengan komposisi energi di negara Prancis pada Gambar 3, dapat kita lihat bahwa ada tahun 2007, Prancis hanya bergantung kepada bahan bakar fosil sebesar 10,7%! 76,9% kebutuhan energi Prancis dipenuhi dari nuklir, dan sisanya adalah energi yang terbarukan. Saat ini, Prancis sedang gencar melaksanakan penelitian mengenai energi terbarukan, hal ini diindikasikan dengan berubahnya fungsi laboratorium penelitian tenaga atom di Prancis menjadi laboratorium penelitian energi terbarukan, terutama energi matahari, angin, dan hidrogen.<br />
<a href="http://ppitoulouse.files.wordpress.com/2010/03/gambar-3.jpg"><img alt="" class="aligncenter size-medium wp-image-392" height="200" src="http://ppitoulouse.files.wordpress.com/2010/03/gambar-3.jpg?w=300&h=200" title="Gambar 3" width="300" /></a><br />
<div style="text-align: center;">Gambar 3. Komposisi energi di Prancis</div>Sumber : « Programmation pluriannuelle des investissements de production d’électricité, période 2009 – 2020 », <em>Ministère de l’Écologie, de l’Énergie, du Développement Durable et de l’Aménagement du Territoire de France</em>.<br />
<div style="text-align: left;"> </div><div style="text-align: center;"> </div>Arief Hariohttp://www.blogger.com/profile/00033187674161337755noreply@blogger.com0tag:blogger.com,1999:blog-7497826395814186938.post-48728283745472173402011-07-05T07:30:00.000+07:002011-07-05T07:30:44.962+07:00Fakta dan Manfaat Cabai<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjP1VWvnMmOeg_SSXPqs9-1kRNiPsdI76ZDfgKKiWPBJ5jHJKX_0MKxsqK0S6puuHasvuZWdh_ZJyF-7YoCTQ0F7gmW8AYpVsRK9DcrasPO0lh7MV_eeRKIMdU4uiJTJA2Ps2HQswYv2Lw/s1600/cabai.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjP1VWvnMmOeg_SSXPqs9-1kRNiPsdI76ZDfgKKiWPBJ5jHJKX_0MKxsqK0S6puuHasvuZWdh_ZJyF-7YoCTQ0F7gmW8AYpVsRK9DcrasPO0lh7MV_eeRKIMdU4uiJTJA2Ps2HQswYv2Lw/s320/cabai.jpg" width="320" /></a></div><span style="font-size: medium;"><span style="font-family: Comic Sans MS;">Bagi Anda yang menyukai masakan pedas, thread ini akan membuat Anda makin bangga dengan cabe. Tapi bagi yang kurang suka, mungkin beberapa fakta dan manfaat cabe untuk kesehatan dapat menjadi pengetahuan.<br />
<br />
Jika cabe dibelah, akan kita temukan tangkai putih di dalamnya yang mengandung zat capsaicin. Capsaicin ini seperti minyak dan menyengat sel-sel pengecap lidah. Zat inilah yang mengakibatkan cabe menjadi terasa pedas dan panas di lidah saat kita mengkonsumsinya. Selain itu, capsaicin ini dapat membuat para pengkonsumsinya merasa ketagihan. Itulah alasan mengapa banyak orang begitu menyukai, bahkan tidak mau berhenti mengkonsumsi cabe. Jika dikonsumsi dalam jumlah terlalu banyak, cabe dapat mengakibatkan sakit perut yang dahsyat bagi pengkonsumsinya. Namun, jika dikonsumsi dalam jumlah wajar, cabe justru akan memberikan banyak manfaat kesehatan bagi pengkonsumsinya.<br />
<br />
Begitu banyak khasiat cabe, lalu sebenarnya kandungan apa saja yang ada di dalam cabe tersebut sehingga terdapat banyak sekali kegunaan bagi manusia, cabe mengandung:<br />
1. Capsaicin<br />
2. Dihidro Capsaicin<br />
3. Karoten<br />
4. Vitamin A dan C<br />
5. Zat pewarna alami<br />
6. Mineral seperti: fosfor, sat besi, dan niasin</span></span><br />
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<span style="font-size: large;"><b><span style="font-family: Times New Roman;"><span style="color: red;">Ada juga Manfaat dari cabai yang terkenal pedas </span></span></b></span><span style="font-size: medium;"><span style="font-family: Comic Sans MS;"></span></span><br />
<span style="font-size: medium;"><span style="font-family: Comic Sans MS;">1. Cabe dapat meredakan pilek dan hidung tersumbat karena capsaicin dapat mengencerkan lendir. Sehingga, lendir yang tersumbat dalam rongga hidung akan menjadi encer dan keluar. Ini berlaku pada sinusitis dan juga batuk berdahak.<br />
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2. Cabe dapat memperkecil risiko terserang stroke, penyumbatan pembuluh darah, impotensi, dan jantung koroner. Karena, dengan mengkonsumsi capsaicin secara rutin darah akan tetap encer dan kerak lemak pada pembuluh darah tidak akan terbentuk. Cabe juga berkhasiat mengurangi terjadinya penggumpalan darah (trombosis).<br />
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3. Sebagai antibiotik alami.<br />
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4. Cabe dapat meringankan keluhan sakit kepala dan nyeri sendi. Karena, rasa pedas dan panas yang ditimbulkan capsaicin akan menghadang pengiriman sinyal rasa sakit dari pusat sistem saraf ke otak.<br />
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5. Cabe dapat meningkatkan nafsu makan pengkonsumsinya. Karena, capsaicin dapat merangsang produksi hormon endorphin, hormon yang mampu membangkitkan rasa nikmat dan kebahagiaan.<br />
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6. Menurunkan kadar kolesterol<br />
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7. Kandungan antioksidannya dapat digunakan untuk mengatasi ketidaksuburan (infertilitas), afrodisiak, dan memperlambat proses penuaan<br />
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8. Ekstrak buah cabai rawit mempunyai daya hambat terhadap pertumbuhan jamur Candida albicans, yaitu jamur pada permukaan kulit<br />
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9. Menormalkan kembali kaki dan tangan yang lemas<br />
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10. Meredakan migraine<br />
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11. Untuk gangguan rematik dan frostbite (jari nyeri karena kedinginan)<br />
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12. Daunnya bisa digiling untuk dibalurkan di daerah yang sakit guna mengatasi sakit perut dan bisul.<br />
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13. Mengobati perut kembung<br />
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14. Membantu pembakaran kalori hingga 25%.<br />
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15. Memberikan kalsium dan fosfor bagi tubuh<br />
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16. Cabe menghasilkan vitamin C (lebih banyak daripada jeruk) dan provitamin A (lebih banyak daripada wortel) yang sangat diperlukan bagi tubuh.<br />
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17. Kaya akan kalsium dan fosfor yang mengungguli ikan segar.<br />
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18. Cabe dapat menghilangkan rasa dingin pada tubuh dengan cara mengoleskannya pada bagian yang terasa dingin.</span></span><br />
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<b><span style="font-family: Times New Roman;"><b><span style="font-size: x-large;"><span style="color: red;">Ada juga tips untuk mengatasi pedas pada cabe</span></span></b></span></b><br />
<span style="font-size: medium;"><span style="font-family: Comic Sans MS;">1. Kunyahlah makanan yang mengandung kasein. Karena, kasein dapat melarutkan capsaicin sehingga rasa pedas pada lidah akan berkurang. Contoh makanan yang mengandung kasein: susu bubuk, nasi, dan roti tawar.</span></span><br />
<span style="font-size: medium;"><span style="font-family: Comic Sans MS;">2. </span></span><span style="font-size: medium;"><span style="font-family: Comic Sans MS;">Makanlah makanan yang mengandung minyak karena minyak juga dapat melarutkan capsaicin.</span></span><br />
<span style="font-size: medium;"><span style="font-family: Comic Sans MS;">3. </span></span><span style="font-size: medium;"><span style="font-family: Comic Sans MS;">Jangan meminum minuman bersoda. Karena, minuman ini akan membuat rasa pedas dan panas menjadi semakin dahsyat</span></span><span style="font-size: medium;"><span style="font-family: Comic Sans MS;"> </span></span>Arief Hariohttp://www.blogger.com/profile/00033187674161337755noreply@blogger.com0tag:blogger.com,1999:blog-7497826395814186938.post-84508096776953240842011-07-04T09:30:00.000+07:002011-07-04T09:30:54.260+07:0010 Tempat yang dirahasiakan di dunia<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjomBuOET0yqBDMjsBsT_Qgn5Choqp26S0YpEHsYeA1612cUqENW1bcgVpNSYfGbuVQPw0lfz8GaUCNauNA4K07LhOUj0phWxLPvhmDYniO13Fz7Sti2MH_ls9cLtOhzAJesH5M2OXPOWY/s1600/Menwith-Hill.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjomBuOET0yqBDMjsBsT_Qgn5Choqp26S0YpEHsYeA1612cUqENW1bcgVpNSYfGbuVQPw0lfz8GaUCNauNA4K07LhOUj0phWxLPvhmDYniO13Fz7Sti2MH_ls9cLtOhzAJesH5M2OXPOWY/s320/Menwith-Hill.jpg" width="320" /></a></div>RAF Menwith Hill adalah pangkalan militer dengan koneksi ke jaringan mata-mata ECHELON global. Situs berisi beragam stasiun satelit bawah tanah dan diklaim sebagai stasiun pemantauan elektronik terbesar di dunia. Situs yang terletak dari Skipton A59 Road, sekitar sembilan mil barat Harrogate di North Yorkshire dan menempati sekitar satu mil persegi Moorland.Tempat ini dibangun oleh Departemen Pertahanan AS.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhH_Jgg79kMEeJ2Oc65iIh1esYOLiUFU_IqBa96wEGFleJ0knzKRlqR6qFtQdySyuW6H4OXM23hUNJDJ7UJbjlnuVz_VbI3yYg4J0gBMfokNKeNgoo_T3-7AHVnt4rnPbbFfxaWmsOpg7w/s1600/data%253DLtgX-e3f8ctI3U5dJtbt7EJ1ZfRneYme%252Cy1VQ51yMNCj1JMFUASefWarH14q7A4iFc3CnlwEnZjtEHl9Qc9iCaeiQMOuqNzPaIgvDama9CThZ6A.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhH_Jgg79kMEeJ2Oc65iIh1esYOLiUFU_IqBa96wEGFleJ0knzKRlqR6qFtQdySyuW6H4OXM23hUNJDJ7UJbjlnuVz_VbI3yYg4J0gBMfokNKeNgoo_T3-7AHVnt4rnPbbFfxaWmsOpg7w/s1600/data%253DLtgX-e3f8ctI3U5dJtbt7EJ1ZfRneYme%252Cy1VQ51yMNCj1JMFUASefWarH14q7A4iFc3CnlwEnZjtEHl9Qc9iCaeiQMOuqNzPaIgvDama9CThZ6A.gif" /></a></div>Mount Weather Emergency Operations Center Ini adalah tempat yang tidak hanya tertutup oleh umum tetapi itu adalah tempat yang mengharapkan manusia tidak menginjakkan kakinya disana. Lokasi yang berada di Virginia digunakan sebagai pusat operasi untuk Federal Emergency Management Agency (FEMA). Direlokasikan untuk sebuah stasiun kontrol, mengapa sangat terlarang dikarenakan tempat ini mempunyai sistem frekuensi yang sangat tinggi yang menghubungkan sebagian besar badan-badan keamanan publik pemerintah federal dan militer AS dengan sebagian besar negara-negara bagian.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNjQbIIcjEuldiTH1pZOubnqshs8UcpxZY2nJ4HkhMQFteHCk8eD3YFajK3u-SDi2fW9KscXJaT7fZDf8gwT4YED2BNRwa2sr1ha4AHK7WeINxHbtc-6NtPAThFa4N3PnO0sTPfmDfggM/s1600/ise_shrine_naiku_grand_shrine_roof.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNjQbIIcjEuldiTH1pZOubnqshs8UcpxZY2nJ4HkhMQFteHCk8eD3YFajK3u-SDi2fW9KscXJaT7fZDf8gwT4YED2BNRwa2sr1ha4AHK7WeINxHbtc-6NtPAThFa4N3PnO0sTPfmDfggM/s320/ise_shrine_naiku_grand_shrine_roof.jpg" width="240" /></a></div>Ise Grand Shrine Adalah kuil paling suci di Jepang. Tempat ini didedikasikan untuk Amaterasu (dewi matahari) dan telah ada sejak 4SM, Kuil ini diduga untuk menyimpan beberapa dokumen dan beberapa item penting kekaisaran Jepang, salah satunya adalah yang Naiku (mitologi Jepang yang akhirnya berakhir di tangan kaisar pertama). Ise Grand Shine dirubuhkan dan dibangun kembali setiap 20 th atas ide Shinto kematian dan kelahiran (berikutnya pada tahun 2013). Tempat ini sangat sangat sulit untuk dikunjungi, kecuali kaskuser adalah seorang imam atau pendeta yang menjadi anggota keluarga kaisar.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiczACkOlVKalUuiyBPwLZli3-6XSiDAiem6HNQT4Rv96YB0zVSjIaVCyOz1BR0rpvXOdDZVN4cbOI3_EvqmsbSJUIuDfBf7ZG3siAvew4XIU1tysOwGJBJMcypQDWhjX1shxhXPoabifQ/s1600/room+39.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiczACkOlVKalUuiyBPwLZli3-6XSiDAiem6HNQT4Rv96YB0zVSjIaVCyOz1BR0rpvXOdDZVN4cbOI3_EvqmsbSJUIuDfBf7ZG3siAvew4XIU1tysOwGJBJMcypQDWhjX1shxhXPoabifQ/s320/room+39.jpg" width="320" /></a></div>Kamar 39 atau Biro 39 adl tempat ilegal satu satunya yang didukung penuh oleh suatu negara dan berada disuatu negara. Diproyeksikan sebagai salah satu organisasi rahasia di Korut yang mencari cara untuk mencari cara memperoleh mata uang asing untuk Kim Jong-il. Kamar ini didirikan pada tahun 1970-an dan tidak diketahui dari mana nama ini berasal.<br />
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Sangat sedikit sekali informasi tentang Room 39 ini dikarenakan sifat rahasia organisasi sekitarnya. Cara kerja Biro ini adalah menggunakan 10-20 rekening bank diCina dan di Swiss, untuk tujuan pemalsuan, pencucian uang dan transaksi ilegal lainnya. Tempat ini juga disinyalir terlibat dalam penyelundupan Narkoba dan penjualan senjata. Korea Utara telah membantah terlibat dalam kegiatan ilegal apapun. Kamar 39 diyakini berada di dalam sebuah Gedung Partai Buruh di Pyongyang, ibukota Korea Utara.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQ-L0gF40kaJ21CW9gGvOZa9ik0QKDEy-suXFSB4ux6CDy4iB7Wb9yCgm_ADdECiNpVPM9jROiRyxRqbFh63sWQxMX6bZw8dWEkWnYdESILvThYW_T6NUvV8a9g7hI8IoFlAoLr6CKYuM/s1600/area+51.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQ-L0gF40kaJ21CW9gGvOZa9ik0QKDEy-suXFSB4ux6CDy4iB7Wb9yCgm_ADdECiNpVPM9jROiRyxRqbFh63sWQxMX6bZw8dWEkWnYdESILvThYW_T6NUvV8a9g7hI8IoFlAoLr6CKYuM/s1600/area+51.jpeg" /></a></div>Area 51 (atau lebih dikenal sebagai US Air Force Flight Test Center, Detachment 3 dan juga samaran-samaran lain Dreamland, Watertown Strip, Paradise Ranch, The Farm, The Box, Groom Lake, dan juga The Directorate for Development Plans Area) adalah sebuah daerah terisolasi di bagian selatan Nevada, yang dimiliki oleh pemerintah Amerika Serikat, digunakan sebagai pusat pembangunan rahasia dan percobaan pesawat – pesawat tempur generasi baru. Area ini juga sangat terkenal karena diduga kuat sebagai pusat penelitian UFO yang sampai sekarang dianggap sebagai salah satu teori konspirasi yang belum terungkap.<br />
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yg saya pernah baca tentang area 51 adalah tempat penelitian milik amerika yg sangat dirahasiakan, bahwa ada sampel-sampel mahluk luar angkasa yg pernah jatuh ke bumi. area 51,pada zaman perang dunia sebuah benda luar angkasa berbentuk pesawat aneh dan sebuah mahkluk kecil jatuh di sekitar daerah itu,yang kemudian langsung diselamatkan dan dimasukkan ke pangkalan AS,konon hingga kini pesawat aneh dan mahkluk itu masih diteliti oleh para ilmuwan,yang makin membuat area 51 semakin misterius adalah karena tempat itu sangat tertutup dan hanya orang-orang tertentu yang bisa masuk ke tempat itu.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjS0BIK2ZU8QtgkiJ1yabUuXGk5aESNuMzjW9SzGymFvRySzU0ivOcMRkoITNhd2zKxJCCmUo_-1MadWacl3lFovepKtSmolrICd9b4xkFuGkklflmW5zEbSDQMoOBsJ8jsniVMR8U4Cfw/s1600/400px-whites-jpg.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjS0BIK2ZU8QtgkiJ1yabUuXGk5aESNuMzjW9SzGymFvRySzU0ivOcMRkoITNhd2zKxJCCmUo_-1MadWacl3lFovepKtSmolrICd9b4xkFuGkklflmW5zEbSDQMoOBsJ8jsniVMR8U4Cfw/s320/400px-whites-jpg.jpeg" width="320" /></a></div><br />
Ini adalah tempat untuk para anggota klub para pria di Inggris, didirikan oleh Francesco Italia Bianco pada tahun 1693. Awal klub ini terbentuk adalah hanya untuk kumpulan para pecinta minuman cokelat panas namun akhirnya menjadi khas dan ekslusif dikarenakan rahasianya itu. dan sekarang tempat ini sangat terkenal dengan permainan judinya yang aneh, seperti bertaruh 3.000 pounds hanya untuk menebak tetesan pertama pada air hujan dari jendela yang mana. Untuk kaskuser yang ingin mendaftar keanggotaan hanya bisa jika diundang dan disetujui oleh 2 orang anggota lainnya.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHrqr6-1-NKuf1DMnmeVKFYt7Z0MV6vK3ryX-1zIUYtt0rQhBQwnWeq-MjG6zlm_gUcMMCLIuaWTpe4yr6VEVYVTCEWnAPmcRVxH-BjL2GpIsSSbA44uCt_V_sDHcsLVTnhT1djTJTttQ/s1600/moskow.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHrqr6-1-NKuf1DMnmeVKFYt7Z0MV6vK3ryX-1zIUYtt0rQhBQwnWeq-MjG6zlm_gUcMMCLIuaWTpe4yr6VEVYVTCEWnAPmcRVxH-BjL2GpIsSSbA44uCt_V_sDHcsLVTnhT1djTJTttQ/s1600/moskow.jpeg" /></a></div>Metro-2 di Moskow adl sistem kota bawah tanah terbesar diDunia, kota ini dibangun pada jaman Stalin. Kota ini sangat rahasia, sampai wartawanpun ingin merilis berita ini selalu tidak pernah di"iya"kan oleh pemerintah. Tempat ini sangat rahasia dikarenakan tidak ada seorang pun menegaskan keberadaan kota ini.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAxrbby5FbHlSHFxWVjc4I4UDqxlILnOotEOI5tk1wBgYYaLpl8o-9g2WV8tHqXmRq0xIFHBplcJyTL6mRTtPrj_y5TLhvKffpJDqvBclC9O6gHTTXZv3eWmyhY9EEwQHP6-8np3cPeMI/s1600/club33-hdr.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAxrbby5FbHlSHFxWVjc4I4UDqxlILnOotEOI5tk1wBgYYaLpl8o-9g2WV8tHqXmRq0xIFHBplcJyTL6mRTtPrj_y5TLhvKffpJDqvBclC9O6gHTTXZv3eWmyhY9EEwQHP6-8np3cPeMI/s320/club33-hdr.jpg" width="159" /></a></div>Disneyland tempat hiburan untuk anak anak maupun dewasa, tidak ada satupun tempat di Disneyland yang "bebas" kecuali Klub 33 ini. Tidak mudah untuk masuk ke Club ini, selain sekuriti yang sangat ketat tempat ini juga menggunakan finger screen. Menjadi klub ekslusif club ini tidaklah mudah dan murah, selain pendaftaran sekitar 10-30 ribu US$ anda juga harus menunggu selama 14 tahun untuk menjadi waiting list.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiW_4Htxdk5D8yHeoBpJkPd4OGsOrWPR7m3bTrkpr0oCT1SsUGj6S8TXss7GIV8phTuGgv6x6nttg3iIrYgWnl1cslo7p91wX8SE-bpclLib9YRqWcANqGTh-Q7fGgK8Tk91OUP7Y6hk7g/s1600/vatican-archives2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiW_4Htxdk5D8yHeoBpJkPd4OGsOrWPR7m3bTrkpr0oCT1SsUGj6S8TXss7GIV8phTuGgv6x6nttg3iIrYgWnl1cslo7p91wX8SE-bpclLib9YRqWcANqGTh-Q7fGgK8Tk91OUP7Y6hk7g/s320/vatican-archives2.jpg" width="320" /></a></div> Walaupun bernama "Vatican Secret Archives" tetapi arsip2 disini tidaklah rahasia, karena anda dapat melihat dokumen yang anda inginkan, tetapi anda tidak bisa masuk ketempat ini, anda harus mengirimkan permintaan dahulu untuk sebuah dokumen kepihak yang berwenang di Vatican. Tidak semua buku anda bisa lihat, hanya dokumen yang sudah berusia 75 tahun saja (untuk melindungi informasi diplomatik dan pemerintahan. Ada 35.000 buku dalam katalog dan itu sepanjang 84 Km.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZefjvG_3yzdB-36eOjswL8p_AjEdhFnW4TeX5NPx2ivrzcNIe85Gkb8SUVHZgmG-_SPkvHXzDwnPSjKaoSKoTuXghJesJZI404ruJvdrWBmZt_2ImXbNOGK05oFj18m07p_g8Acynu6c/s1600/mezhgorye.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZefjvG_3yzdB-36eOjswL8p_AjEdhFnW4TeX5NPx2ivrzcNIe85Gkb8SUVHZgmG-_SPkvHXzDwnPSjKaoSKoTuXghJesJZI404ruJvdrWBmZt_2ImXbNOGK05oFj18m07p_g8Acynu6c/s320/mezhgorye.jpg" width="266" /></a></div>Mezhgorye adalah kota tertutup di Rusia yang terletak di Gunung Yamantaw, kota yang didirikan pada tahun 1979 ini berada diketinggian 1.640 m, kota ini ditenggarai oleh AS sbg tempat rahasia pembuatan nuklir. Proyek besar ini mulai diamati oleh satelit AS pada 1990. AS meminta pernyataan dari pihak Rusia akan tempat ini, tetapi Rusia membantahnya, mereka bilang itu hanyalah lokasi pertambangan. Arief Hariohttp://www.blogger.com/profile/00033187674161337755noreply@blogger.com0tag:blogger.com,1999:blog-7497826395814186938.post-57509704004372269222011-07-04T09:11:00.000+07:002011-07-04T09:11:59.327+07:00SEJARAH POSEIDON (Dewa Penguasa Lautan)<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-ZVAkfQIty0LIPcR0tuqJy29nsrBH_oRsl-R4UvwwmMbXIudaJzQA_F7CrDgnGZrTO-yxz9z7FS_s452bnJeA7HF979AiXpi82ikazoF8ki78zF5r5VFwUjtcavXoS1gdpuzPURkl7P0/s1600/poseidon-a.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-ZVAkfQIty0LIPcR0tuqJy29nsrBH_oRsl-R4UvwwmMbXIudaJzQA_F7CrDgnGZrTO-yxz9z7FS_s452bnJeA7HF979AiXpi82ikazoF8ki78zF5r5VFwUjtcavXoS1gdpuzPURkl7P0/s320/poseidon-a.jpg" width="320" /></a></div><span style="font-size: large;"><b>SEJARAH</b></span><br />
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<span style="font-size: medium;">Dalam mitologi Yunani, Poseidon dikenal sebagai dewa penguasa laut, sungai, dan danau. Poseidon memiliki senjata berupa trisula yang bisa menyebabkan banjir dan gempa bumi. Trisula tersebut dibuat oleh para Kiklops semasa Titanomakhia. Poseidon juga memiliki kendaraan yang ditarik oleh hippokampos (makhluk setengah kuda setengah ikan). Poseidon beristrikan Amfitrit dan memiliki anak bernama Triton. Posidon juga adalah dewa yang menciptakan kuda dalam upayanya merayu Demeter.<br />
Dewa laut Nethuns dalam mitologi Etruska diadopsi ke dalam mitologi Romawi sebagai Neptunus: keduanya merupakan dewa padanan bagi Poseidon. Poseidon sudah dipuja di Pylos dan Thebes sejak zaman perunggu Yunani sebagai saudara Zeus dan Hades. Ada sebuah Himne Homeros untuk Poseidon. Poseidon mempunyai banyak anak. Poseidon merupakan pelindung bagi banyak kota di Yunani, meskipun dia gagal mendapatkan Kota Athena. Binatang kesukaannya adalah kuda dan banteng. Pohon pinus dikeramatkan baginya.</span><br />
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<span style="font-size: large;"><b>ASAL USUL</b></span><br />
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<span style="font-size: medium;">Nama Poseidon secara jelas berakar dari Yunani yaitu pósis "raja, suami" dengan unsur -don, kemungkinan dari dea, "dewi". Menurut lembaran tanah liat Linear B, nama PO-SE-DA-WO-NE ("Poseidon") muncul lebih sering daripada DI-U-JA ("Zeus"). Bentuk femininnya, PO-SE-DE-IA, juga ditemukan, menunjukkan adanya dewi lain yang menjadi pasangan Poseidon dan kemungkinan merupakan pendahulu Amfitrit. Lembaran tanah liat dari Pylos menceritakan persembahan benda-benda untuk "Poseidon dan Dua Ratu". Identifikasi paling jelas mengenai "Dua Ratu" adalah Demeter dan Persefon, atau para pendahulu mereka, dewi-dewi yang tidak dikaitkan dengan Poseidon pada periode-periode berikutnya. Di Knossos, Myceneae, Poseidon dikenal sebagai "Pengguncang Bumi" (E-NE-SI-DA-O-NE),[5] sebuah kedudukan yang kuat mengingat gempa bumi adalah bencana alam yang menyebabkan keruntuhan Budaya Minoa. Sementara dalam budaya Myceneae yang sangat bergantung pada lautan, tidak ditemukan adanya hubungan antara Poseidon dan laut; Di antara dewa Olimpus, dewa yang berkuasa atas lautan ditentukan oleh undianyang berarti dewa lebih dulu ada sebelum memperoleh suatu wilayah kekuasaan. Nama Demeter dan Poseidon ada kaitannya di salah satu lembaran Pylos, mereka muncul sebagai PO-SE-DA-WO-NE dan DA, dengan julukan Enosikhthon, Seiskhthon and Ennosigaios, semuanya bermakna "pengguncang bumi" dan menunjukkan peran Poseidon sebagai penyebab gempa bumi.</span>Arief Hariohttp://www.blogger.com/profile/00033187674161337755noreply@blogger.com0Yunani39.074208 21.82431199999996435.47134 16.652811999999962 42.677076 26.995811999999965