tag:blogger.com,1999:blog-100664800491137412024-03-06T14:34:58.269+07:00ELEKTRONIKA DAN MIKROKONTROLERElektronika dan mikrokontroler sangat berperan penting dalam kemajuaan teknologi, terlebih lagi apabila banyak diaplikasikan pada kepentingan kepentingan yang bersifat umum. Sekarang ini telah banyak dijumpai dalam kehidupan sehari-hari beberapa peralatan yang telah memanfaatkan teknologi tersebut dalam berbagai bidang, contohnya trafik light, lift, dll. Karena semuanya ini semata-mata hanya untuk memudahkan pekerjaan manusia. Unknownnoreply@blogger.comBlogger49125tag:blogger.com,1999:blog-10066480049113741.post-79139092544667163922022-04-05T13:11:00.107+07:002022-04-07T16:59:15.684+07:00Tutorial Dasar Pemprograman Mikrokontroler Dengan Arduino IDE<p>Saat ini belajar pemprograman untuk mikrokontroler tidaklah sulit. Apalagi sekarang sudah tersedia suatu aplikasi yang sangat membantu untuk belajar pemprograman yaitu Arduino IDE. Aplikasi pemprograman mikrokontroler Arduino IDE merupakan perangkat lunak atau software yang biasa digunakan untuk membuat sketch pemrogaman mikrokontroler dalam bahasa C. Untuk dapat menggunakan aplikasi Arduino IDE dapat di unduh secara gratis di web resmi Arduino IDE atau dapat menggunakan link (<a href="https://www.arduino.cc/" target="_blank">https://www.arduino.cc/</a>). Aplikasi Arduino IDE dapat digunakan secara terus menerus tanpa ada batasan waktu karena bersifat Open-Source. Berikut adalah contoh tampilan Aplikasi arduino IDE</p><p><img height="288" 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" width="400" /></p><p>Pada tampilan diatas menunjukkan lembar kerja untuk pembuatan sebuah program pada mikrokontroler. Sehingga tampilan awal menunjukkan ada dua bagian pada penulisan program yaitu <i>Void setup</i> dan <i>Void loop</i>. Untuk pengaturan fungsi pin I/O (Input / Output), kemudian pengaturan baudrate komunikasi serial, dan inisialisasi sensor atau modul-modul lain dapat dituliskan pada bagian <i>Void setup</i> ini. Pada bagian <i>Void setup</i> hanya akan di eksekusi satu kali selama program berjalan atau selama mikrokontroler pertama kali dinyalakan. Sedangkan pada bagian <i>Void loop</i> akan dieksekusi secara berulang - ulang atau terus menerus sehingga untuk meletakkan program utama dapat dituliskan pada bagian ini.</p><p>Untuk mulai belajar dapat menggunakan modul board mikrokontroler arduino uno atau arduino nano yang mudah untuk diperoleh dan mudah dipahami karena pin I/O nya sangat jelas dan sesuai. Berikut ini adalah contoh penulisan program sederhana untuk menyalakan dan mematikan lampu led di pin 13 dan 12 pada Arduino UNO menggunakan aplikasi Arduino IDE:</p><p> <img height="400" src="data:image/png;base64,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" width="400" /></p><p>Setelah mengetikkan program pastikan bahwa mikrokontroler yang akan digunakan nantinya telah sesuai nantinya yaitu Arduino Uno dengan cara melakukan konfigurasi melalui 'Boards manager' pada menu 'tools' karena nantinya akan mempengaruhi di pengaturan pada tipe mikrokontroler yang digunakan seperti yang ditunjukkan pada gambar berikut:</p><p></p><p></p><p></p><p></p><p></p><p></p><p><img height="400" src="data:image/png;base64,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" width="400" /> </p><p>Kemudian sebelum melakukan verify atau Compile terlebih dahulu simpan (Save) terlebih dahulu pekerjaan supaya dapat dilakukan verify dengan menekan tombol centang di kiri atas (1), kemudian untuk mengisikan ke mikrokontroler dapat menekan tombol upload (2).</p><p><img height="309" src="data:image/png;base64,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" width="400" /></p><p>Pastikan sebelum menekan tombol 'Upload' , perangkat mikrokontroler arduino Uno sudah tersambung terlebih dahulu pada port USB anda dan terkenali sebagai Com Serial dengan memilih port seperti pada gambar berikut:</p><p><img height="280" src="data:image/png;base64,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" width="400" /></p><p>Selamat mencoba<br /></p><p><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-10066480049113741.post-86476779489856062632014-04-19T18:31:00.000+07:002014-04-21T12:24:16.807+07:00Tutorial Dasar Kode Mnemonic / Ladder Code PLC Menggunakan Aplikasi PLC Simulator<div style="text-align: justify;">
Mempelajari Kode Mnemonic atau ladder code PLC adalah salah satu cara untuk belajar pemprograman menggunakan PLC selain menggunakan diagram tangga atau ladder diagram. Pada pemprograman PLC menggunakan kode Mnemonic atau ladder code dapat dilakukan dengan mengetikkan beberapa syntax pemprograman PLC tanpa harus menggunakan atau mengingat beberapa simbol seperti pada pemprograman menggunakan diagram tangga atau ladder diagram.</div>
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Beberapa syntax dasar yang perlu kita ingat yaitu seperti berikut ini:<br />
<ul>
<li>LD (Load Masukan Untuk Mengawali Pemprograman / sub-rutin program)</li>
<li>AND (Operasi Gerbang AND)</li>
<li>OR (Operasi Gerbang OR)</li>
<li>NOT (Operasi Gerbang NOT)</li>
<li>TIM (Operasi Untuk Fungsi Timer)</li>
<li>CNT (Operasi Untuk Fungsi Counter)</li>
<li>OUT (Untuk Operasi Keluaran / Output Hasil Program)</li>
<li>dan lain-lain</li>
</ul>
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Salah satu aplikasi yang dapat digunakan untuk mempelajari pemprograman PLC menggunakan Kode Mnemonic yaitu PLC Simulator. Pada program tersebut dilengkapi dengan beberapa fungsi dasar dari sebuah PLC yaitu sepeti Input ( address 000.00 - 000.15), Output ( address 010.00 - 010.15), Timer (TIM 000 - 007), dan Counter (CNT 000 - 007). Untuk lebih jelasnya dapat diperhatikan gambar berikut ini.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPRve16nFq3FP0Q84_Uo6N8d9lG4jogjaus020tBUOhbfG1naWCLd2egrtrAOutlXIbRGEVdVu6ayfUPRoJbEtu8sIh_pHk8VVp_5lLcA3r8UAk7ajyIwqiLNKNODoTpArgxD8xBqcnT4/s1600/PLC+Simulator+Tutorial.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPRve16nFq3FP0Q84_Uo6N8d9lG4jogjaus020tBUOhbfG1naWCLd2egrtrAOutlXIbRGEVdVu6ayfUPRoJbEtu8sIh_pHk8VVp_5lLcA3r8UAk7ajyIwqiLNKNODoTpArgxD8xBqcnT4/s1600/PLC+Simulator+Tutorial.png" height="295" width="400" /></a></div>
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Aplikasi PLC Simulator untuk pemprograman PLC dengan Mnemonic.</div>
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Keterangan gambar program PLC Simulator:</div>
<ol style="text-align: justify;">
<li>Tombol "Run" untuk menjalankan program yang telah dibuat</li>
<li>Indikator Output / keluaran dari hasil program yang telah dibuat saat program dijalankan.</li>
<li>Terminal Input / masukan untuk memberikan logika 1 / 0 pada program yang dilengkapi dengan indikator logika pada input / masukan.</li>
<li>Indikator untuk fungsi counter yang dijalankan dilengkapi dengan digit angka desimal yang menunjukkan jumlah counter. </li>
<li>Indikator untuk fungsi timer yang dijalankan dilengkapi dengan digit angka desimal yang menunjukkan jumlah counter. </li>
<li>Lembar kerja untuk menuliskan kode Mnemonic atau ladder code dari program PLC yang akan dilakukan simulasi. Lembar kerja terbagi menjadi 3 yaitu: "Ladder Code" untuk menuliskan fungsi atau operasi, "Location" untuk menuliskan address atau alamat yang dituju dari operasi tertentu dan "###" untuk memberikan suatu nilai untuk operasi-operasi tertentu seperti timer dan counter.</li>
<li>Menu untuk menyimpan atau membuka file program yang dibuat. </li>
</ol>
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Pada program atau aplikasi PLC Simulator tersebut mendukung beberapa syntax dan dapat dilihat pada menu help program PLC Simulator.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIc-wmObdAB9Rl7_eIoIamYkArAdhbrqe4m5A25MFEcaVMJ9EC9_Qd5NSjXGB4wMSr92foDtsh3Aa3NTaOPr8Wde5SjVMkjkfetdZ5dTmqD28FKi9HM3cfO-qeqaRCJIEZX7yEd7xRZjs/s1600/Help+PLC+Simulator.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIc-wmObdAB9Rl7_eIoIamYkArAdhbrqe4m5A25MFEcaVMJ9EC9_Qd5NSjXGB4wMSr92foDtsh3Aa3NTaOPr8Wde5SjVMkjkfetdZ5dTmqD28FKi9HM3cfO-qeqaRCJIEZX7yEd7xRZjs/s1600/Help+PLC+Simulator.png" height="231" width="400" /> </a></div>
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Semoga Bermanfaat......... </div>
<br />Unknownnoreply@blogger.com6tag:blogger.com,1999:blog-10066480049113741.post-4467681757717866902014-04-19T17:28:00.000+07:002014-04-19T17:30:14.545+07:00Musik Dangdut Pokoke Joged Versi YKS - Menggunakan FL Studio<div style="text-align: justify;">
Setelah sebelumnya dicoba membuat musik dangdut dengan judul oplosan yang terinspirasi oleh salah satu program acara TV yaitu YKS, maka akan dilanjutkan dengan membuat aransemen kembali dengan judul pokoke joged dengan versi YKS yang sering muncul diprogram acara stasiun TV tersebut.Pembuatan dilakukan tanpa menggunakan sumber berupa midi ataupun style keyboard, namun dengan memanfaatkan semua fitur, efek suara, dan alat musik yang disediakan oleh Software FL Studio dengan menambahkan sampling suara kendang dari dangdut supaya menciptkan nuansa dangdut.</div>
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/JBtfFfbYfOA?feature=player_embedded' frameborder='0'></iframe></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-10066480049113741.post-6557082665326383282014-01-21T10:43:00.002+07:002014-01-21T11:19:42.949+07:00Musik Dangdut Oplosan Versi YKS - Menggunakan FL Studio<div style="text-align: justify;">
Terinspirasi musik dangdut dengan judul oplosan yang sering muncul di program acara YKS di stasiun TV, maka penasaran ingin membuat aransemen musik dengan versi YKS tersebut untuk instrumen musiknya (tanpa vokal). Pembuatan musik ini menggunakan aplikasi FL Studio 10, dengan memanfaatkan beberapa perangkat musik yang telah disediakan seperti BooBass untuk bass, Key untuk keyboard piano, Sytrus untuk mengiringi dan memberi beberapa efek, dan FPC untuk drum serta dengan menambahkan beberapa sampling suara kendang untuk membuat suasana dangdut lebih nampak. Pada pembuatan digunakan spesifikasi komputer core i3 3220, memori RAM 4Gb dan sound card sound blaster audigy value. Sehingga dapat dihasilkan kualitas suara yang maksimum dengan sample rate pada audio setting sebesar 192000 Hz atau 192 KHz dengan CPU load meter yang mencukupi tanpa adanya error atau cacat suara pada saat proses. Setelah itu dapat diubah ke format suara audio mp3 atau wav.</div>
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<object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="https://ytimg.googleusercontent.com/vi/mR4zK5D_Vto/0.jpg" height="266" width="320"><param name="movie" value="https://www.youtube.com/v/mR4zK5D_Vto?version=3&f=user_uploads&c=google-webdrive-0&app=youtube_gdata" /><param name="bgcolor" value="#FFFFFF" /><param name="allowFullScreen" value="true" /><embed width="320" height="266" src="https://www.youtube.com/v/mR4zK5D_Vto?version=3&f=user_uploads&c=google-webdrive-0&app=youtube_gdata" type="application/x-shockwave-flash" allowfullscreen="true"></embed></object></div>
<div style="text-align: center;">
Video untuk "Dangdut Oplosan Versi YKS"</div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-10066480049113741.post-58249322227916745612014-01-21T09:48:00.004+07:002014-01-21T09:51:03.745+07:00Tutorial Dasar dan Pengenalan FL Studio Untuk Bermain Musik<div style="text-align: justify;">
Bermain musik merupakan salah satu
hobby yang mungkin dibilang sangat menyenangkan. Apalagi jika kegiatan
tersebut dilakukan bersama-sama dengan teman atau saudara dekat, mungkin
bisa dijadikan suatu ajang untuk membuang pikiran yang suntuk karena
kerjaan seta dapat pula dilakukan untuk sekedar mengisi waktu luang
bersama dengan teman atau kerabat. Tetapi ada pula juga yang melakukan
kegiatan tersebut untuk mencari nafkah seperti layaknya seorang musisi
terkenal bahkan yang sampai ekstrim sekalipun akan menganggap musik
adalah bagian dari hidup. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Namun
seiring dengan kegiatan yang terlalu padat sering kali kita sulit untuk
memadukan waktu luang yang tepat untuk melakukan kegiatan tersebut
bersama dengan teman atau kerabat karena waktu luang untuk melakukan
kegiatan bermusik tersebut yang didak sama atau susah untuk dijadwalkan.
Sehingga kita mungkin cenderung mencari alternatif lain untuk melakukan
kegiatan bermusik tersebut apabila sudah menjadi hobby yang sulit untuk
ditinggalkan pada waktu luang. Kecuali dengan orang-orang yang memang
sudah punya visi dan misi yang sama yang memdedikasikan dirinya dan
karisnya dalam dunia musik. Tetapi untuk orang orang yang hanya
menganggap musik hanya sekedar hiburan atau hobby saja yang dilakukan
pada waktu luang ada suatu aplikasi khusus yang sangat mudah dan dapat
dilakukan seorang diri untuk dapat melakukan kegiatan bermusik yaitu FL
Studio. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Salah
satu aplikasi untuk bermain musik yang bisa kita pelajari dengan mudah
tanpa harus menguasai lebih dalam tentang musik yaitu FL Studio atau
Fruty Loops Studio. Software ini dapat digunakan untuk membuat aransemen
suatu musik atau bahkan lagu hanya dengan menggunakan kunci dasar saja
yang diaplikasikan dalam bentuk piano roll tanpa harus mengerti semua
notasi-notasi dalam musik. Asalkan kita tahu kunci dasar saja yaitu
C-D-E-F-G-A-B-C kita dapat menggunakan untuk dasar acuan bermain musik
melalui suatu perangkat lunak tersebut. </div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdm8HcwX26Dbk3LR1_r3EZKvi3HxqVPeFO1FszMlzxGJmQXaWeWXwbqSDMKa6SCv_pHwNXFmkjeFauOqsQx0uM4HYleFpWy7IV4K8_c-w3_nDELAZbc0K8WnlhmTHZIIxR_9CIUxTHCpE/s1600/FL+Studio+(ari-bawono.blogspot.com).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdm8HcwX26Dbk3LR1_r3EZKvi3HxqVPeFO1FszMlzxGJmQXaWeWXwbqSDMKa6SCv_pHwNXFmkjeFauOqsQx0uM4HYleFpWy7IV4K8_c-w3_nDELAZbc0K8WnlhmTHZIIxR_9CIUxTHCpE/s1600/FL+Studio+(ari-bawono.blogspot.com).jpg" height="223" width="400" /> </a></div>
<div class="separator" style="clear: both; text-align: center;">
Gambar Aplikasi FL Studio </div>
<div class="separator" style="clear: both; text-align: left;">
Keterangan Gambar:</div>
<ol>
<li> Menu bar</li>
<li> Tempo</li>
<li> CPU load</li>
<li> Shortcut (5, 6, 7, 8)</li>
<li> View browser / plugin picker</li>
<li> Mixer audio</li>
<li> Playlist (bawah) & pattern (atas)</li>
<li> Piano roll</li>
</ol>
<div style="text-align: justify;">
Untuk memulai membuat sebuah project untuk membuat lagu pilih saja File => new, kemudian click pattern (yang ada di no 4 untuk memunculkan pattern no 7 (atas). Pada pattern tersebut telah disediakan beberapa instrumen yang bisa kita gunakan atau tidak.</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqmU-1g9tf3qfZkGGEwN4TweeSNgI11u-mfIk2M08bKVtnTnVQowEPxLhvb77_O4JR8lUun6PfziDpf9Jkxusi-Irdi6BakiLy8CRQypVtE1jfU8TUDUBNF0T8durqiS6BBJaMUT2ZCCw/s1600/Pattern.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqmU-1g9tf3qfZkGGEwN4TweeSNgI11u-mfIk2M08bKVtnTnVQowEPxLhvb77_O4JR8lUun6PfziDpf9Jkxusi-Irdi6BakiLy8CRQypVtE1jfU8TUDUBNF0T8durqiS6BBJaMUT2ZCCw/s1600/Pattern.jpg" height="154" width="320" /></a></div>
<div style="text-align: center;">
Pattern FL Studio</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: justify;">
Jika pattern telah dibuat maka dapat dicoba dengan menekan tombol play atau tekan spasi pada keyboard maka hasil drum sementara dapat didengarkan. Kemudian buka playlist dan click kiri pada track 1 maka secara otomatis hasil dari pattern 1 akan ditempatkan pada track 1 pada playlist.</div>
<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgr-L9z4PR7NpFAuGUhC5z_D9OmQctLoBd_i9JFQDhdckzXLj3dYN4mmXFbts21-zZOlry4RN1IcrzsomwKcFCGVape1Fw-JUig2Z31VAGXcb3PjMwuEe5r_L_jyboAn83NOFXmcAGBCuY/s1600/playlist.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgr-L9z4PR7NpFAuGUhC5z_D9OmQctLoBd_i9JFQDhdckzXLj3dYN4mmXFbts21-zZOlry4RN1IcrzsomwKcFCGVape1Fw-JUig2Z31VAGXcb3PjMwuEe5r_L_jyboAn83NOFXmcAGBCuY/s1600/playlist.jpg" height="164" width="320" /></a></div>
<div style="text-align: justify;">
</div>
<div style="text-align: center;">
Menempatkan pattern pada playlist track 1</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: justify;">
Kemudian sekarang buat konfigurasi atau variasi drum untuk pattern yang baru yaitu pattern 2 dengan mengubah angka 1 pada PAT disamping kanan tempo menjadi 2 dan click pada pattern lagi maka pattern akan menjadi kosong sehingga dapat dibuat variasi atau konfigurasi drum pada pattern 2 yang berbeda. Setelah itu buka playlist dan tempatkan lagi diplaylist setelah pattern 1 yang ditempatkan (track bebas bisa menggunakan track 1 setelah pattern 1 atau track 2 dibawah pattern 1).</div>
<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEir9tE3LejeT8sEsiInnCuIr8vzW_wgwhrBqqjmKNeHrXrXrPTXlQbEtjJ3XoNY84n0JWuxsW4PmuKDnubn9_6N2w4E6uZ1tjvegMJRYCH698_Qlr-TSBH8Oh6NaCz5b7JmavEZWqOFVMA/s1600/playlist2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEir9tE3LejeT8sEsiInnCuIr8vzW_wgwhrBqqjmKNeHrXrXrPTXlQbEtjJ3XoNY84n0JWuxsW4PmuKDnubn9_6N2w4E6uZ1tjvegMJRYCH698_Qlr-TSBH8Oh6NaCz5b7JmavEZWqOFVMA/s1600/playlist2.jpg" height="158" width="320" /></a></div>
<div style="text-align: center;">
Menempatkan pattern 2 setelah pattern 1</div>
<div style="text-align: justify;">
<br /></div>
Untuk mencoba gabungan pattern 1 dan 2 dapat ditekan tombol play dan posisi harus pada "song" (sebelah kiri tombol play). Seterusnya kita dapat membuat sendiri modifikasi untuk pattern dan track selanjutnya sesuai dengan inspirasi musik masing-masing. Untuk menambahkan bass (BooBass), keyboard piano (Key), FPC (Drum yang kualitasnya lebih baik) dan lain-lain dapat dilakukan dengan cara click kanan pada pattern (salah satu alat musik) kemudian pilih insert (pilih salah satu alat musik). Pada alat musik yang baru untuk membuat nada atau tangga nada dapat menggunakan piano roll. Cara menggunakannya yaitu click kanan pada salah satu alat musik misal boobass kemudian pilih piano roll.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAXiEw6of63ZyjI9fNeDyYC-sKHXzUktlSyot-rryz3VFCFDw3EQyLAx72_YUT997Ii40NUi-EEpukoXBj5WpAW8vx8P2kFOJOCt5tF44mHc-R7OooN6e0m7OEjteGDaJnOzrgA_meTi4/s1600/piano+roll.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAXiEw6of63ZyjI9fNeDyYC-sKHXzUktlSyot-rryz3VFCFDw3EQyLAx72_YUT997Ii40NUi-EEpukoXBj5WpAW8vx8P2kFOJOCt5tF44mHc-R7OooN6e0m7OEjteGDaJnOzrgA_meTi4/s1600/piano+roll.jpg" height="283" width="400" /> </a></div>
<div class="separator" style="clear: both; text-align: center;">
Tampilan untuk piano roll pada BooBass </div>
<br />
<div style="text-align: justify;">
Dengan menggunakan piano roll kita dapat memainkan nada ataupun kunci-kunci pada umumnya. Piano roll ini sangat cocok digunakan untuk Bass, Gitar, Keyboard dan beberapa alat musik lain atau bahkan dapat pula digunakan untuk variasi drum (FPC) yang lebih rumit daripada menggunakan pattern.</div>
<br />
Semoga bermanfaat.........Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-10066480049113741.post-15515241626440368522014-01-16T11:31:00.002+07:002022-04-05T13:19:48.977+07:00Praktek Simulasi Rangkaian Penjumlah Op Amp ( Adder - Op Amp )<div style="text-align: justify;">
Sebuah Op-Amp selain digunakan
sebagai penguat juga dapat digunakan untuk fungsi komparator. Jika
sebuah rangkaian Op-Amp dengan konfigurasi membalik atau inverting
dengan penguatan sebesar 1 kali diberikan 3 buah masukan tegangan DC
yaitu 9 volt, -5 volt dan 6 volt. Op-Amp tersebut dirangkai dengan catu
daya simetri yaitu +12 volt, Gnd dan -12 volt sehingga memungkinkan
suatu keluaran atau masukan untuk bernilai positif atau negatif. Pada
rangkaian ini menggunakan rangkaian Op-Amp membalik atau inverting
sehingga keluaran akan berkebalikan.</div>
<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEZI4jTJwkMnfbfLWw1Tt91zteROnJcwQTLJX3gxnhK4cHeNXHKDkRt7UUXHJSUGqILqYr8JLe4XoqyjvuvnbJzlX9R1yaRvvsF8B4K2Ap_ZJkFB8WjK8l3aUybCV-Ns6-6V4ORD2EwDA/s1600/Komparator+OP-Amp+741+%28ari-bawono.blogspot.com%29.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="203" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEZI4jTJwkMnfbfLWw1Tt91zteROnJcwQTLJX3gxnhK4cHeNXHKDkRt7UUXHJSUGqILqYr8JLe4XoqyjvuvnbJzlX9R1yaRvvsF8B4K2Ap_ZJkFB8WjK8l3aUybCV-Ns6-6V4ORD2EwDA/s1600/Komparator+OP-Amp+741+(ari-bawono.blogspot.com).jpg" width="320" /></a></div>
<div style="text-align: center;">
Gambar rangkaian penguat penjumlah 3 buah masukan</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Dari
ketiga masukan maka jika dibuat suatu perhitungan maka dihasilkan nilai
hasil penjumlahan ketiga masukan sebesar 10 volt, serta dengan
menggunakan konfigurasi penguat membalik atau inverting maka hasil
penjumalahn tegangan masukan tersebut akan dikalikan dengan penguatan
sebesar -1 kali. Sehingga akan diperoleh tegangan keluaran dari
rangkaian penjumlah 3 masukan tersebut adalah sebesar - 10 volt.</div>
<div style="text-align: justify;">
<br />
Berikut ini file pendukung untuk simulasi rangkaian penjumlah Op-Amp:<br />
download file simulasi penjumlah Op-Amp<br />
<br /></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-10066480049113741.post-5167694927131145532014-01-15T22:12:00.001+07:002014-01-15T22:14:33.485+07:00Temperature Controller - Autonics TZN4S<div style="text-align: justify;">
Autonics TZN4S merupakan salah satu modul temperatur controller yang
digunakan untuk mengatur panas dari suatu elemen pemanas. Salah satu
sensor yang digunakan untuk modul temperature control ini yaitu
menggunakan thermocouple. Pada umumnya mudul temperature control ini
mendukung untuk berbagai tipe untuk sensor thermocouple. Namun pada
penggunaanya lebih banyak memakai jenis thermocouple tipe-K yang
dihubungkan dengan elemen pemanas untuk suhu atau temperature tinggi
1000 derajat celcius lebih. </div>
<div style="text-align: justify;">
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaNZ3cm4pL-cBrFvzhyZujSCO-1erffwkKZO4FzzYZvvSQkq5fFFi4csUDQfvMU5TE4L0sG115lpvgWZcoC_UEJnvrGkI3kpqvdn5CU2AKmsCPiM7mX1OTOU2fStXVAHTIYsML_glNWt4/s1600/Temperature+controller+(ari-bawono.blogspot.com).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaNZ3cm4pL-cBrFvzhyZujSCO-1erffwkKZO4FzzYZvvSQkq5fFFi4csUDQfvMU5TE4L0sG115lpvgWZcoC_UEJnvrGkI3kpqvdn5CU2AKmsCPiM7mX1OTOU2fStXVAHTIYsML_glNWt4/s320/Temperature+controller+(ari-bawono.blogspot.com).jpg" width="312" /></a></div>
<div style="text-align: center;">
Gambar modul temperature controller Autonics TZN4S</div>
<br /></div>
<div style="text-align: justify;">
Modul ini sangat mudah
digunakan dan dapat setting program untuk kenaikan dan penurunan suhu
secara bertahap. Elemen pemanas yang digunakan untuk sistem pada modul
ini biasanya dilakukan melalui kontaktor sebagai saklar yang
dikendalikan oleh modul temperature control tersebut.</div>
Unknownnoreply@blogger.com3tag:blogger.com,1999:blog-10066480049113741.post-72691962754307982762014-01-15T21:12:00.002+07:002014-01-15T21:49:44.681+07:00Timer Omron H3BA<div style="text-align: justify;">
Timer merupakan salah satu perangkat yang diperlukan untuk berbagai kebutuhan yang menggunakan sebuah waktu sebagai patokan. Dalam industri timer sangat diperlukan untuk mengatur kerja dari sebuah sistem seperti mengatur lamanya waktu untuk sebuah motor, lampu atau bahkan pemanas bekerja untuk bertahan dalam kondisi on atau off. Untuk memenuhi waktu yang mengatur kondisi kerja dari suatu perangkat diperlukan suatu timer yang memiliki standar dan akurasi yang baik.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgb0OknNULFzd-dkdxvLOZ2bVRb9tua3arl4YW0VdqbdpSTQuO5vy4yl5LaFPR2OKZYcPgvJB4-nDmxjOc68bpyUM-ODCB9UfaWTwn4mOUf3o-G4tMnjYH509zmVpRTIJxzSxW4nji4WaI/s1600/Timer+Omron+H3BA+samping+(ari-bawono.blogspot.com).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgb0OknNULFzd-dkdxvLOZ2bVRb9tua3arl4YW0VdqbdpSTQuO5vy4yl5LaFPR2OKZYcPgvJB4-nDmxjOc68bpyUM-ODCB9UfaWTwn4mOUf3o-G4tMnjYH509zmVpRTIJxzSxW4nji4WaI/s200/Timer+Omron+H3BA+samping+(ari-bawono.blogspot.com).jpg" width="186" /></a></div>
<div style="text-align: center;">
Gambar Timer Omron H3BA</div>
<br />
Salah satu jenis timer yang sudah lama menjadi standar dalam industri yaitu timer Omron H3BA. Timer Omron H3BA ini memiliki banyak kelebihan yaitu standar waktu yang digunakan bervariasi dari mulai detik, menit bahkan sampai hitungan jam. Timer Omron H3BA ini juga dapat bekerja langsung dengan instalasi listrik AC 220 Volt. Selain itu disediakan 2 buah kontak untuk Normally Open (NO) dan Normally Closed (NC) yang dapat dihubungkan dengan perangkat dengan beban arus maksimal sebesar 5 ampere. Namun biasanya untuk mengatur sebuah perangkat yang memiliki beban arus yang sangat besar biasanya ditambahkan sebuah kontaktor yang dikonfigurasi dengan timer Omron H3BA tersebut.</div>
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTfVi7ySqDKrs3hdQLQ2x1xFNAF5Nl1jy0q19C-dK92s3feAntzPE6yn9otTdHvKPm1ElCSsh_kJMnyBXQ-6J9GMCdmUunU7CqMYXOhkKPz7pU7aiug1R1V6SLW9I4u2_gBYGRZAIqxw4/s1600/Timer+Omron+H3BA+(ari-bawono.blogspot.com).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTfVi7ySqDKrs3hdQLQ2x1xFNAF5Nl1jy0q19C-dK92s3feAntzPE6yn9otTdHvKPm1ElCSsh_kJMnyBXQ-6J9GMCdmUunU7CqMYXOhkKPz7pU7aiug1R1V6SLW9I4u2_gBYGRZAIqxw4/s200/Timer+Omron+H3BA+(ari-bawono.blogspot.com).jpg" width="136" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
Gambar Pin kontak untuk NO dan NC Omron H3BA</div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: justify;">
Berikut ini akan dijelaskan fungsi masing masing tombol dan indikator pada timer Omron H3BA </div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQxkQeThhYkKgESn4jFL_teO9fwECJxqNX7Hp_GOBUTHxzRKyjsOvRzczAm8x31MbHXTSXtd1eoxM1pE7BA3JZjLnL3fwn56gmtC4SPXvrb_DSERs0EZ4DX1ByNOO-cYrEaE7NjsQh4vY/s1600/Timer+Omron+H3BA+atas+(ari-bawono.blogspot.com).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQxkQeThhYkKgESn4jFL_teO9fwECJxqNX7Hp_GOBUTHxzRKyjsOvRzczAm8x31MbHXTSXtd1eoxM1pE7BA3JZjLnL3fwn56gmtC4SPXvrb_DSERs0EZ4DX1ByNOO-cYrEaE7NjsQh4vY/s320/Timer+Omron+H3BA+atas+(ari-bawono.blogspot.com).jpg" width="262" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
Keterangan gambar pada timer diatas:<br />
<ol>
<li>Indikator lampu proses timer berlangsung (led akan berkedip bila timer aktif)</li>
<li>Tombol untuk menentukan nilai waktu (diputar sesuai nilai yang ditunjukkan jarum merah)</li>
<li>Nilai jangkauan waktu maksimal (dapat diubah dari detik / menit / jam)</li>
<li>Tombol untuk mengubah jangkauan waktu (dapat diubah dari detik / menit / jam)</li>
<li>Tombol untuk megubah skala timer (digit angka) </li>
<li>Soket untuk terminal kontak timer Omron H3BA (menggunakan soket relay bulat 8 pin)</li>
</ol>
Semoga bermanfaat.............. Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-10066480049113741.post-21519982767165205532014-01-04T18:49:00.002+07:002014-01-15T21:47:22.435+07:00Dasar Pemprograman Bahasa C Untuk Mikrokontroler<div style="text-align: justify;">
Pada pemprograman bahasa C untuk mikrokontroler harus disesuaikan dalam pemilihan tipe data dan operator yang digunakan, karena pemilihan operator dan tipe data yang tepat dapat membuat program berjalan dengan baik melalui suatu program yang sederhana dan dapat menghemat penggunaan dari memori flash mikrokontroler. Berikut ini adalah beberapa table dari tipe data dan operator yang biasa digunakan dalam pemprograman mikrokontroler dalam bahasa C.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Berikut ini contoh beberapa tipe data yang sering digunakan dalam pemprograman mikrokontroler dalam bahasa C </div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<br />
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<br />
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<td style="border: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Tipe</span></b></div>
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<td style="border-left: none; border: solid windowtext 1.5pt; mso-border-left-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 94.5pt;" valign="top" width="126"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Ukuran (Bit)</span></b></div>
</td>
<td style="border-left: none; border: solid windowtext 1.5pt; mso-border-left-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 184.5pt;" valign="top" width="246"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN">Range</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">Bit</span></div>
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<td style="border-bottom: solid windowtext 1.5pt; border-left: none; border-right: solid windowtext 1.5pt; border-top: none; mso-border-left-alt: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 94.5pt;" valign="top" width="126"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">1</span></div>
</td>
<td style="border-bottom: solid windowtext 1.5pt; border-left: none; border-right: solid windowtext 1.5pt; border-top: none; mso-border-left-alt: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 184.5pt;" valign="top" width="246"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">0,1 (Tipe data bit hanya dapat digunakan untuk variabel global) </span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">Char </span></div>
</td>
<td style="border-bottom: solid windowtext 1.5pt; border-left: none; border-right: solid windowtext 1.5pt; border-top: none; mso-border-left-alt: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 94.5pt;" valign="top" width="126"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">8</span></div>
</td>
<td style="border-bottom: solid windowtext 1.5pt; border-left: none; border-right: solid windowtext 1.5pt; border-top: none; mso-border-left-alt: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 184.5pt;" valign="top" width="246"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">-128 to 127</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">Unsigned char </span></div>
</td>
<td style="border-bottom: solid windowtext 1.5pt; border-left: none; border-right: solid windowtext 1.5pt; border-top: none; mso-border-left-alt: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 94.5pt;" valign="top" width="126"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">8</span></div>
</td>
<td style="border-bottom: solid windowtext 1.5pt; border-left: none; border-right: solid windowtext 1.5pt; border-top: none; mso-border-left-alt: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 184.5pt;" valign="top" width="246"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">0 to 255</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">Signed char</span></div>
</td>
<td style="border-bottom: solid windowtext 1.5pt; border-left: none; border-right: solid windowtext 1.5pt; border-top: none; mso-border-left-alt: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 94.5pt;" valign="top" width="126"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">8</span></div>
</td>
<td style="border-bottom: solid windowtext 1.5pt; border-left: none; border-right: solid windowtext 1.5pt; border-top: none; mso-border-left-alt: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 184.5pt;" valign="top" width="246"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">-128 to 127</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">Int</span></div>
</td>
<td style="border-bottom: solid windowtext 1.5pt; border-left: none; border-right: solid windowtext 1.5pt; border-top: none; mso-border-left-alt: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 94.5pt;" valign="top" width="126"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">16</span></div>
</td>
<td style="border-bottom: solid windowtext 1.5pt; border-left: none; border-right: solid windowtext 1.5pt; border-top: none; mso-border-left-alt: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 184.5pt;" valign="top" width="246"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">-32768 to 32767</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">Short int</span></div>
</td>
<td style="border-bottom: solid windowtext 1.5pt; border-left: none; border-right: solid windowtext 1.5pt; border-top: none; mso-border-left-alt: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 94.5pt;" valign="top" width="126"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">16</span></div>
</td>
<td style="border-bottom: solid windowtext 1.5pt; border-left: none; border-right: solid windowtext 1.5pt; border-top: none; mso-border-left-alt: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 184.5pt;" valign="top" width="246"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">-32768 to 32767</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">Unsigned int</span></div>
</td>
<td style="border-bottom: solid windowtext 1.5pt; border-left: none; border-right: solid windowtext 1.5pt; border-top: none; mso-border-left-alt: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 94.5pt;" valign="top" width="126"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">16 </span></div>
</td>
<td style="border-bottom: solid windowtext 1.5pt; border-left: none; border-right: solid windowtext 1.5pt; border-top: none; mso-border-left-alt: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 184.5pt;" valign="top" width="246"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">0 to 65535</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">Signed int</span></div>
</td>
<td style="border-bottom: solid windowtext 1.5pt; border-left: none; border-right: solid windowtext 1.5pt; border-top: none; mso-border-left-alt: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 94.5pt;" valign="top" width="126"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">16</span></div>
</td>
<td style="border-bottom: solid windowtext 1.5pt; border-left: none; border-right: solid windowtext 1.5pt; border-top: none; mso-border-left-alt: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 184.5pt;" valign="top" width="246"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">-32768 to 32767</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border-top: none; border: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">Long int </span></div>
</td>
<td style="border-bottom: solid windowtext 1.5pt; border-left: none; border-right: solid windowtext 1.5pt; border-top: none; mso-border-left-alt: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 94.5pt;" valign="top" width="126"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">32</span></div>
</td>
<td style="border-bottom: solid windowtext 1.5pt; border-left: none; border-right: solid windowtext 1.5pt; border-top: none; mso-border-left-alt: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 184.5pt;" valign="top" width="246"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">-2147483648 to 2147483647</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td style="border-top: none; border: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">Unsigned long int</span></div>
</td>
<td style="border-bottom: solid windowtext 1.5pt; border-left: none; border-right: solid windowtext 1.5pt; border-top: none; mso-border-left-alt: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 94.5pt;" valign="top" width="126"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">32</span></div>
</td>
<td style="border-bottom: solid windowtext 1.5pt; border-left: none; border-right: solid windowtext 1.5pt; border-top: none; mso-border-left-alt: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 184.5pt;" valign="top" width="246"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">0 to 4294967295</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 11;">
<td style="border-top: none; border: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">Signed long int</span></div>
</td>
<td style="border-bottom: solid windowtext 1.5pt; border-left: none; border-right: solid windowtext 1.5pt; border-top: none; mso-border-left-alt: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 94.5pt;" valign="top" width="126"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">32</span></div>
</td>
<td style="border-bottom: solid windowtext 1.5pt; border-left: none; border-right: solid windowtext 1.5pt; border-top: none; mso-border-left-alt: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 184.5pt;" valign="top" width="246"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">-2147483648 to 2147483647</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 12;">
<td style="border-top: none; border: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">Float</span></div>
</td>
<td style="border-bottom: solid windowtext 1.5pt; border-left: none; border-right: solid windowtext 1.5pt; border-top: none; mso-border-left-alt: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 94.5pt;" valign="top" width="126"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">32</span></div>
</td>
<td style="border-bottom: solid windowtext 1.5pt; border-left: none; border-right: solid windowtext 1.5pt; border-top: none; mso-border-left-alt: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 184.5pt;" valign="top" width="246"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN" style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">±
1.175e-38 to ± 3.402e38</span><span lang="IN"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 13; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">Double</span></div>
</td>
<td style="border-bottom: solid windowtext 1.5pt; border-left: none; border-right: solid windowtext 1.5pt; border-top: none; mso-border-left-alt: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 94.5pt;" valign="top" width="126"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN">32</span></div>
</td>
<td style="border-bottom: solid windowtext 1.5pt; border-left: none; border-right: solid windowtext 1.5pt; border-top: none; mso-border-left-alt: solid windowtext 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0in 5.4pt 0in 5.4pt; width: 184.5pt;" valign="top" width="246"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 18.9pt; mso-element-top: 6.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<span lang="IN" style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">±
1.175e-38 to ± 3.402e38</span><span lang="IN"></span></div>
</td>
</tr>
</tbody></table>
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Untuk beberapa operator yang sering digunakan sebagai berikut:</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-10066480049113741.post-38711464473259810592013-12-20T10:10:00.002+07:002013-12-20T10:12:08.320+07:00Praktek Simulasi Penguat Op Amp Tak Membalik ( Non Inverting Op Amp )<div style="text-align: justify;">
Pengujian penguat op amp tak membalik
dapat dilakukan menggunakan simulasi program. Suatu rangkaian penguat
membalik dengan nilai resistor masukan atau input sebesar 2 K Ohm dan
resistor umpanbalik atau feedback sebesar 18 K Ohm berdasarkan
perhitungan akan menghasilkan penguatan sebesar 10 kali sesuai dengan
artikel sebelumnya yaitu tentang penguat membalik dan tak membalik.</div>
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Berikut ini rangkaian penguat tak membalik atau non inverting op amp yang akan dilakukan simulasi:</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2Vc0_LWL7kXcCF7Mk4-0CEjsvwH-xELtl7do19l7zJPTTFUkuEjyNTPkpYr1A2KZtY7Wdy2BcXAR9qzABes1u96b9J1XJxmBot_etDq_Nd4UzR2pSzVER3XIooiT88a4tLpW1_rtVuhg/s1600/Op+Amp+Non+Inverting2+(ari.bawono.blogspot.com).jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="192" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2Vc0_LWL7kXcCF7Mk4-0CEjsvwH-xELtl7do19l7zJPTTFUkuEjyNTPkpYr1A2KZtY7Wdy2BcXAR9qzABes1u96b9J1XJxmBot_etDq_Nd4UzR2pSzVER3XIooiT88a4tLpW1_rtVuhg/s400/Op+Amp+Non+Inverting2+(ari.bawono.blogspot.com).jpg" width="400" /></a></div>
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Pada
gambar diatas menunjukkan suatu rangkaian penguat menggunakan 2 buah
masukan pada osiloskop. Masukan A (warna kuning) digunakan untuk melihat
sinyal dari generator sinyal sedangkan masukan B (warna biru). </div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3gmb9AYESwDSxiFWI6qbTkZaLt3DqemktPIGdCGdsoqkYN1pVcLoIkwwOm-CB9PSNAbNeNZ4xaTXOnLTHF7CRplYRizpHJIn5C3p-dOCIINLejm0ohP6Cy59LnjsDWNs-iC7aoDZp0X8/s1600/Generator+Signal+Invering.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="122" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3gmb9AYESwDSxiFWI6qbTkZaLt3DqemktPIGdCGdsoqkYN1pVcLoIkwwOm-CB9PSNAbNeNZ4xaTXOnLTHF7CRplYRizpHJIn5C3p-dOCIINLejm0ohP6Cy59LnjsDWNs-iC7aoDZp0X8/s400/Generator+Signal+Invering.jpg" width="400" /></a></div>
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Pada generator sinyal diatur untuk menghasilkan pulsa gelombang sinusoidal dengan frekuensi 1 KHz dan tegangan sebesar 1 Volt.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnU9WGnmHJfj8PtyAh051PDdCy1piqU64yayfni43wGpDAbGsXTcDuFu5AwCCFVVZrcGa9tkgifb9kREt2pISEE6vIIudNn_K6AuRAPp6EnFiFKFe2eqDGUEXWEK2fAHu6U9ESptzeM0c/s1600/Hasil+Non+Inverting+Op+Amp.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="258" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnU9WGnmHJfj8PtyAh051PDdCy1piqU64yayfni43wGpDAbGsXTcDuFu5AwCCFVVZrcGa9tkgifb9kREt2pISEE6vIIudNn_K6AuRAPp6EnFiFKFe2eqDGUEXWEK2fAHu6U9ESptzeM0c/s400/Hasil+Non+Inverting+Op+Amp.jpg" width="400" /></a></div>
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Sehingga
hasil dapat ditunjukkan bahwa akan diperoleh penguatan gelombang
sinusoidal sebesar 10 volt (warna biru) dengan masukan gelombang
sinusoidal sebesar 1 volt (warna kuning) dengan setting volt/div dan
time/div pada masing masing A dan B adalah sama. Bentuk gelombang yang dihasilkan sama dan tidak berkebalikan (fasenya sama).</div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-10066480049113741.post-6140801016325914902013-12-19T09:58:00.002+07:002013-12-20T10:11:43.280+07:00Praktek Simulasi Penguat Op Amp Membalik ( Inverting Op Amp )<div style="text-align: justify;">
Pengujian penguat op amp membalik dapat dilakukan menggunakan simulasi program. Suatu rangkaian penguat membalik dengan nilai resistor masukan atau input sebesar 1 K Ohm dan resistor umpanbalik atau feedback sebesar 2 K Ohm berdasarkan perhitungan akan menghasilkan penguatan sebesar 2 kali sesuai dengan artikel sebelumnya yaitu tentang penguat membalik dan tak membalik.</div>
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Berikut ini rangkaian penguat membalik atau inverting op amp yang akan dilakukan simulasi:</div>
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<br /></div>
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</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIhpBYimxCpmTmmI60UgoosvWjoBCQGUx-a72XwSvd9kaIFbGxPI02_LQFbEwijTpqtRzpz8H2T7YZHNlXKvUeBJ4sYzXY66Tu5_9RlUrLf1dSaoAusAGJgfLQS4u_5mV8qsneZdvSVbQ/s1600/Op+Amp+Inverting2+(ari.bawono.blogspot.com).jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="195" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIhpBYimxCpmTmmI60UgoosvWjoBCQGUx-a72XwSvd9kaIFbGxPI02_LQFbEwijTpqtRzpz8H2T7YZHNlXKvUeBJ4sYzXY66Tu5_9RlUrLf1dSaoAusAGJgfLQS4u_5mV8qsneZdvSVbQ/s400/Op+Amp+Inverting2+(ari.bawono.blogspot.com).jpg" width="400" /></a></div>
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Pada gambar diatas menunjukkan suatu rangkaian penguat menggunakan 2 buah masukan pada osiloskop. Masukan A (warna kuning) digunakan untuk melihat sinyal dari generator sinyal sedangkan masukan B (warna biru). </div>
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<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3gmb9AYESwDSxiFWI6qbTkZaLt3DqemktPIGdCGdsoqkYN1pVcLoIkwwOm-CB9PSNAbNeNZ4xaTXOnLTHF7CRplYRizpHJIn5C3p-dOCIINLejm0ohP6Cy59LnjsDWNs-iC7aoDZp0X8/s1600/Generator+Signal+Invering.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="122" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3gmb9AYESwDSxiFWI6qbTkZaLt3DqemktPIGdCGdsoqkYN1pVcLoIkwwOm-CB9PSNAbNeNZ4xaTXOnLTHF7CRplYRizpHJIn5C3p-dOCIINLejm0ohP6Cy59LnjsDWNs-iC7aoDZp0X8/s400/Generator+Signal+Invering.jpg" width="400" /></a></div>
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Pada generator sinyal diatur untuk menghasilkan pulsa gelombang sinusoidal dengan frekuensi 1 KHz dan tegangan sebesar 1 Volt.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhue9RaH4W5MKK0YbHb5l3leylxqsYgFHlRgrkeO5xyLMmdLcQlq-QmKWiVUPtOruebKrtSWayL4lvjmpHHQSi-VV253G11Lv01UvpshK_ibuBmWOaNnmq7tE96BsYL6h7FegqAhERHLwQ/s1600/Hasil+Inverting+Op+Amp.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="255" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhue9RaH4W5MKK0YbHb5l3leylxqsYgFHlRgrkeO5xyLMmdLcQlq-QmKWiVUPtOruebKrtSWayL4lvjmpHHQSi-VV253G11Lv01UvpshK_ibuBmWOaNnmq7tE96BsYL6h7FegqAhERHLwQ/s400/Hasil+Inverting+Op+Amp.jpg" width="400" /></a></div>
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Sehingga hasil dapat ditunjukkan bahwa akan diperoleh penguatan gelombang sinusoidal sebesar 2 volt (warna biru) dengan masukan gelombang sinusoidal sebesar 1 volt (warna kuning) dengan setting volt/div dan time/div pada masing masing A dan B adalah sama. Bentuk gelombang yang dihasilkan akan tampak bahwa bentuk gelombang keluaran akan berkebalikan dengan bentuk gelombang masukan masukan.</div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-10066480049113741.post-11769197622283983662013-09-18T21:01:00.002+07:002013-12-19T09:19:26.094+07:00Op-Amp Penguat Membalik dan Tak Membalik<div style="text-align: justify;">
Sebuah rangkaian yang menggunakan op-amp sebagai penguat biasanya dipakai untuk menguatkan sinyal, pulsa, tegangan dan arus dari suatu sensor. Pada dasarnya besar dari suatu penguatan dari op-amp sangat dipengaruhi oleh besarnya nilai hambatan pada resistor umpan balik atau feedback resistor yang digunakan serta nilai hambatan masukan dari suatu rangkaian op-amp tersebut. Rangkaian penguat op-amp dapat dikonfigurasi menjadi rangkaian penguat membalik (inverting) dan tak membalik (non-inverting) dengan menghubungkan salah satu pin masukan dari op-amp (inv atau non-inv) dengan tanah atau ground sedangkan pin masukan op-amp yang lain digunakan untuk masukan dari suatu sumber atau sinyal yang akan dikuatkan. Sehingga diharapkan hasil dari rangkaian op-amp diperoleh suatu penguatan yang nilainya merupakan hasil pembagian dari tegangan keluaran op-amp dan tegangan masukan atau sumber dari op-amp.</div>
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</div>
<h3>
<span style="font-weight: normal;">1. Penguat Membalik atau Penguat Inverting</span></h3>
Penguat membalik merupakan suatu penguat yang hasil sinyal keluaran dari suatu rangkaian op-amp akan berkebalikan dengan sinyal masukan op-amp. Untuk penguat membalik ini besarnya penguatan atau gain dirumuskan sebagai berikut:<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTw2PSRfla7NdtBAhmv0pIVXrMRZSSQWBXrOgaEkcVH6tcFACt32eqXShYLzvtZoFskeMYD4ka9qK1slLo7yovTJOkUktMC8PXEFoNYKDC33jsqI412z_wR8DZjipfxh8mZIhy1riFdBQ/s1600/Inverting+Op-amp.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTw2PSRfla7NdtBAhmv0pIVXrMRZSSQWBXrOgaEkcVH6tcFACt32eqXShYLzvtZoFskeMYD4ka9qK1slLo7yovTJOkUktMC8PXEFoNYKDC33jsqI412z_wR8DZjipfxh8mZIhy1riFdBQ/s200/Inverting+Op-amp.jpg" width="200" /></a></div>
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Berikut ini rangkaian penguat Op Amp membalik atau inverting Op Amp:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ZS0AabDiCmNL-C9JKk98U9DZ4lUfNrS1hbjaFGCjgJ1xFsjvwTyjGWvYtXp7Hc5ieZRj6Mfy_0jDsio3bNBJpCrdoudQrDT3kiXOvgB_-PvA2mHXSJhyphenhyphenO0pg-7my5kPXWWUOXUU3vJQ/s1600/Op+Amp+Inverting+(ari.bawono.blogspot.com).jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="184" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ZS0AabDiCmNL-C9JKk98U9DZ4lUfNrS1hbjaFGCjgJ1xFsjvwTyjGWvYtXp7Hc5ieZRj6Mfy_0jDsio3bNBJpCrdoudQrDT3kiXOvgB_-PvA2mHXSJhyphenhyphenO0pg-7my5kPXWWUOXUU3vJQ/s320/Op+Amp+Inverting+(ari.bawono.blogspot.com).jpg" width="320" /></a></div>
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<h3>
<b><span style="font-weight: normal;">2. Penguat Tak Membalik atau Penguat Non-Inverting</span></b></h3>
Penguat tak membalik merupakan suatu penguat yang hasil sinyal keluaran dari
suatu rangkaian op-amp akan sama dengan sinyal masukan op-amp.
Untuk penguat tak membalik ini besarnya penguatan atau gain dirumuskan
sebagai berikut: <br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhegJ5W63ynySESxuGUHV1xjBmQCemK3Sba3EVML7uqvpTTumHxFdJFpBUBX5DA41ciWyaafL8jEUjAfYZ4XytXWmK1oFDa5fxyhcaXiWr45s_-iI2ghvS2gKePG1HJjHNLHsdeguL2HVk/s1600/Non-Inverting+Op-amp.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="116" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhegJ5W63ynySESxuGUHV1xjBmQCemK3Sba3EVML7uqvpTTumHxFdJFpBUBX5DA41ciWyaafL8jEUjAfYZ4XytXWmK1oFDa5fxyhcaXiWr45s_-iI2ghvS2gKePG1HJjHNLHsdeguL2HVk/s200/Non-Inverting+Op-amp.jpg" width="200" /></a></div>
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Berikut ini rangkaian penguat tak membalik atau non inverting op amp:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjh3mYF3jYselc0NpQplMNiQH5WkFeFI_DOD6n-84KdJOVUdCBKt6f3IrPa_92bvgWjhGK6wjkMNSTPSbVRIKwJVzxLXk-OEkzK6l07nYfu_TXJ_CmZWR8g7RLZ58L1Asw5G-2KjXlhoEQ/s1600/Op+Amp+Non+Inverting+(ari.bawono.blogspot.com).jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjh3mYF3jYselc0NpQplMNiQH5WkFeFI_DOD6n-84KdJOVUdCBKt6f3IrPa_92bvgWjhGK6wjkMNSTPSbVRIKwJVzxLXk-OEkzK6l07nYfu_TXJ_CmZWR8g7RLZ58L1Asw5G-2KjXlhoEQ/s320/Op+Amp+Non+Inverting+(ari.bawono.blogspot.com).jpg" width="320" /></a></div>
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Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-10066480049113741.post-43015664132714237552013-09-12T09:28:00.004+07:002013-09-18T20:05:28.932+07:00Op-Amp (Operasional Amplifier) Sebagai Penguat<div style="text-align: justify;">
Salah satu komponen penting dalam elektronika yaitu Op-Amp. Pada suatu rangkaian elektronika pasti membutuhkan suatu penguat untuk arus atau tegangan dalam orde yang sangat kecil dari uV bahakan sampai orde mV dengan arus yang sangat kecil pula yaitu uA sampai mA. Suatu rangkaian kombinasi transistor juga dapat digunakan untuk dapat menguatkan arus dan tegangan pada orde tersebut, namun biasanya terbatas dengan bandwidth dari penguat yang dibangun dari rangkaian transistor tersebut, adakalanya upaya untuk menaikkan bandwith dengan membuat beberapa tingkat dari penguat transistor namun justru hal tersebut akan sangat banyak memakan tempat dan membutuhkan lebih banyak konsumsi listrik daripada menggunakan IC Op-Amp.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEij29IaLlHgxS6Y__NQSJ1FLphRBa1toNxmARMxRA9cYaKiaxj8mazkDlCSlfBoS06BrxhLdikQnIvXUuClFAX0IY-POC1N_zYPBMTuqLYdmleMp8GX7vp0AR9I3Wv8CKbrm8L0KwhtL28/s1600/Op-Amp+(ari-bawono.blogspot.com).png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="243" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEij29IaLlHgxS6Y__NQSJ1FLphRBa1toNxmARMxRA9cYaKiaxj8mazkDlCSlfBoS06BrxhLdikQnIvXUuClFAX0IY-POC1N_zYPBMTuqLYdmleMp8GX7vp0AR9I3Wv8CKbrm8L0KwhtL28/s320/Op-Amp+(ari-bawono.blogspot.com).png" width="320" /></a></div>
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Gambar simbol Op-Amp<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8PKwrV3gfL46aBdgh5Jkr8uXtmbUjYa_JyCfgpxNn40Tw7_RvgAqpSw-80Cm39UtNS0SebxJSNjq3a4dZrspKSyOuYVT5l6pqzcNnZYUupcmzAsakalQ9sXofsA_ZBAs3xNLI5xAT46c/s1600/Op-Amp.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="196" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8PKwrV3gfL46aBdgh5Jkr8uXtmbUjYa_JyCfgpxNn40Tw7_RvgAqpSw-80Cm39UtNS0SebxJSNjq3a4dZrspKSyOuYVT5l6pqzcNnZYUupcmzAsakalQ9sXofsA_ZBAs3xNLI5xAT46c/s320/Op-Amp.png" width="320" /></a></div>
Gambar kaki IC Op-Amp</div>
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Pada dasarnya IC Op-Amp juga merupakan suatu rangkaian terpadu yang disusun dari serangkaian penguat transistor yang dibangun pada sebuah chip semikondukor. Karena ukuran dan dimensi yang sangat kecil maka Op-Amp akan menjadi pilihan yang tepat dalam suatu rangkaian penguat. Rangkaian penguat Op-Amp memiliki banyak sekali kelebihan daripada rangkaian yang tersusun dari transistor-transistor bipolar. Kelebihan tersebut dapat dijelaskan melalui karakteristik Op-Amp berikut ini:</div>
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<ul>
<li>Impedansi masukan besar sehingga memungkinkan menguatkan arus dan tegangan dalam orde yang sangat kecil.</li>
<li>Impedansi keluaran kecil</li>
<li>Bandwidth yang lebar dalam orde MHz</li>
<li>Gain atau penguatan yang sangat besar (sesuai bandwidth masing-masing Op-Amp)</li>
<li>Dapat diaplikasikan dalam suatu rangakaian penguat membalik dan tak membalik (inverting atau non-inverting)</li>
</ul>
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Pada masing-masing IC Op-Amp juga memiliki bandwidth yang berbeda-beda seperti yang ditunjukkan pada tabel berikut:</div>
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<table border="1"><tbody>
<tr> <td align="center" colspan="3">Data Spesifikasi Bandwidth Op-Amp</td> </tr>
<tr> <td>No. </td> <td>Op-Amp </td> <td>Bandwidth </td> </tr>
<tr> <td>1. </td> <td>LM 741 </td> <td>1,5 MHz </td> </tr>
<tr> <td>2. </td> <td>MC 4558 </td> <td>5,5 MHz </td> </tr>
<tr> <td>3. </td> <td>LM 158/258/358 </td> <td>1 MHz </td> </tr>
<tr> <td>4. </td> <td>LM308 </td> <td>3,5 MHz </td> </tr>
<tr> <td>5. </td> <td>TL 071/072/074 </td> <td>3 MHz </td> </tr>
<tr> <td>6. </td> <td>TL 081/082/084 </td> <td>3 MHz </td> </tr>
<tr> <td>7. </td> <td>CA 3130 </td> <td>4 MHz & 15 MHz </td> </tr>
<tr> <td>8. </td> <td>CA 3140 </td> <td>3,7 MHz </td> </tr>
<tr> <td>9. </td> <td>CA 3160 </td> <td>4 MHz </td> </tr>
<tr> <td>10. </td> <td>AD 524/624 </td> <td>25 MHz </td> </tr>
</tbody></table>
Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-10066480049113741.post-14148602675420337352013-09-10T11:42:00.001+07:002013-09-18T20:07:05.184+07:00Membuat PWM (Pulse Width Modulation) Dengan IC 555 Untuk Mengatur Nyala Lampu dan Kecepatan RPM Motor DC<div style="text-align: justify;">
Salah satu cara untuk mengatur suatu tegangan DC dapat dilakukan menggunakan PWM yaitu dengan mengatur duty cycle atau lebar pulsa pada tegangan DC dengan frekuensi tertentu. PWM dapat dibangkitkan menggunakan osilator kotak atau gelombang kotak dari suatu rangkaian IC 555. Dengan memasang 2 buah dioda berkebalikan pada potensiometer pengaturan frekuensi keluaran dapat membuat nilai dari duty cycle atau lebar pulsa pada gelombang kotak tersebut nilainya dapat diubah-ubah.</div>
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Berikut contoh rangkaiannya:</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiW0h6v-7b7k0gwM6YSKK9cpzPWKEtW50ZI0dfzmIoajxWUepiy322tBPX_XU5FZ74kOPGQFjpSALwhVLeHhoeTzAzgycivp8g9-bh23uKMC1iIR5CsgpSiZDwavYDSqsmBkNNFXa7y2j8/s1600/PWM+Dengan+IC+555+%2528ari-bawono.blogspot.com%2529.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="190" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiW0h6v-7b7k0gwM6YSKK9cpzPWKEtW50ZI0dfzmIoajxWUepiy322tBPX_XU5FZ74kOPGQFjpSALwhVLeHhoeTzAzgycivp8g9-bh23uKMC1iIR5CsgpSiZDwavYDSqsmBkNNFXa7y2j8/s320/PWM+Dengan+IC+555+%2528ari-bawono.blogspot.com%2529.jpeg" width="320" /></a></div>
Hasil rangkaian tersebut kemudian disimulasikan sehingga dapat dihasilkan keluaran berupa gelombang kotak atau square wave dengan lebar pulsa atau duty cycle yang dapat diatur.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZcHj-UuRZLmlyCwDQpXQrMPP30Fgdrd8E3yYefxgtz78PQo4EDHcSUCGTnfd4r5jJM9X4vyWWXUahIBHI4JOKKX1qb6elUgPTtQGfPS9coerwYSa8mziy7uGIwIyIJ59rrQZh1PJCTto/s1600/Output+1+PWM+555.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="204" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZcHj-UuRZLmlyCwDQpXQrMPP30Fgdrd8E3yYefxgtz78PQo4EDHcSUCGTnfd4r5jJM9X4vyWWXUahIBHI4JOKKX1qb6elUgPTtQGfPS9coerwYSa8mziy7uGIwIyIJ59rrQZh1PJCTto/s320/Output+1+PWM+555.png" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_gPp21qO6TANEOLJRU-3hzgFdHKnLgPsvyaD-zoTwsBYYupD_anXBtyHwABjnbKUUqQr5AyNnr1_uGLC0W0Gh5iagDqD9JXRK9hWsY0WEsH9JkVpzdSY9_OWPNyrHx8ubNQdDkUQ4x-0/s1600/Output+2+PWM+555.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="204" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_gPp21qO6TANEOLJRU-3hzgFdHKnLgPsvyaD-zoTwsBYYupD_anXBtyHwABjnbKUUqQr5AyNnr1_uGLC0W0Gh5iagDqD9JXRK9hWsY0WEsH9JkVpzdSY9_OWPNyrHx8ubNQdDkUQ4x-0/s320/Output+2+PWM+555.png" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYmU73d8NXTC32WUoOrdr-BoTCgb28cScQOUWI7G0qu_GEV24WG3VhFoMSONQcVu1iBcXHRDj9H1ojCOsRje3LnbpavQj_GnmdsY7WF68J1TYRVnqlpPvT-rGKoQu9xF5G-O2jlBV1Exk/s1600/Output+3+PWM+555.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="211" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYmU73d8NXTC32WUoOrdr-BoTCgb28cScQOUWI7G0qu_GEV24WG3VhFoMSONQcVu1iBcXHRDj9H1ojCOsRje3LnbpavQj_GnmdsY7WF68J1TYRVnqlpPvT-rGKoQu9xF5G-O2jlBV1Exk/s320/Output+3+PWM+555.png" width="320" /></a></div>
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Gambar hasil keluaran gelombang kotak.</div>
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Pada gambar diatas menunjukkan bahwa keluaran gelombang kotak dengan duty cycle atau lebar pulsa yang dapat diubah ubah dengan memutar potensiometer.</div>
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Unknownnoreply@blogger.com6tag:blogger.com,1999:blog-10066480049113741.post-73694597221183044742013-09-10T09:53:00.001+07:002013-09-18T20:03:15.024+07:00Pengukur Tinggi Air Dengan ATMega32 ( AWLR ) + LCD 4x20 + Jam Digital RTC DS 1307 + Data Logger EEPROM 24C512 + RS 232<div style="text-align: justify;">
Alat pengukur tinggi air atau istilah lainnya AWLR dapat dibuat menggunakan mikrokontroler AVR ATMega32. Kapasitas memori mikrokontroler flash 32 Kb sangat membantu untuk membuat program dengan beberapa menu dan fitur seperti pengaturan tanggal dan jam, pengaturan kapasitas penyimpanan (maksimal 5000 data meliputi data ketinggian air, jam dan tanggal menggunakan EEPROM eksternal 24C512 ), kemudian pengaturan interval penyimpanan otomatis (yang didukung EEPROM internal ATMega 32), menu kalibrasi sensor ketinggian air otomatis secara digital, menu transfer data ke komputer menggunakan RS 232, menu penghemat daya baterai (untuk auto-backlight LCD).</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJfD-mOGi4VYd55-UCvBLFMmQOc7NJAlaK2V5mtMN6AFLOAypeNW4pK4MgQO4BhMnjrViVytYtDqyFX5W5GcYGpiq5qDKD3VyOJnqXHZ9h_v3YSxAPyXJ0gselg48WufOxinf9MxQNzc8/s1600/Alat+pengukur+tinggi+air++data+logger+%285000+data%29+++jam+digital+++interface+RS232.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="171" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJfD-mOGi4VYd55-UCvBLFMmQOc7NJAlaK2V5mtMN6AFLOAypeNW4pK4MgQO4BhMnjrViVytYtDqyFX5W5GcYGpiq5qDKD3VyOJnqXHZ9h_v3YSxAPyXJ0gselg48WufOxinf9MxQNzc8/s320/Alat+pengukur+tinggi+air++data+logger+%285000+data%29+++jam+digital+++interface+RS232.jpg" width="320" /></a></div>
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Gambar Alat pengukur tinggi air dengan data logger</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqdfLC_hIBW0V2v7nGsNZ6wNvYn4Q5NyRkgSDleM7soXCk7bBQ6kBPncmUviM7C6c4GDZqiQBbU9we_qTD3XF9TWjzus1QMZTnDzkGvhKZYcAC7sc0AwI1UYOqEdHoeqa_CQhrjuOuAB8/s1600/AWLR+pengukur+tinggi+air+dengan+AVR+ATmega+32+-+IC+RTC+DS+1307+++EEPROM+24C512+++RS+232+ari-bawono.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqdfLC_hIBW0V2v7nGsNZ6wNvYn4Q5NyRkgSDleM7soXCk7bBQ6kBPncmUviM7C6c4GDZqiQBbU9we_qTD3XF9TWjzus1QMZTnDzkGvhKZYcAC7sc0AwI1UYOqEdHoeqa_CQhrjuOuAB8/s320/AWLR+pengukur+tinggi+air+dengan+AVR+ATmega+32+-+IC+RTC+DS+1307+++EEPROM+24C512+++RS+232+ari-bawono.jpg" width="320" /></a></div>
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Gambar bagian-bagian alat pengukur tinggi air</div>
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Berikut ini adalah keterangan pada gambar:</div>
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<ol>
<li>Mikrokontroler AVR ATMega32 </li>
<li>Display LCD 4X20</li>
<li>Jam Digital RTC DS 1307</li>
<li>IC EEPROM 24C512</li>
<li>IC RS 232</li>
<li>Terminal Push Button</li>
<li>IC 7805 Regulator 5 Volt </li>
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Gambar contoh tampilan menu display</div>
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Menerima pemesanan<br />
Email: ari.bawono.putranto@gmail.com<br />
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<br />Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-10066480049113741.post-51178268545737608122013-09-10T09:02:00.000+07:002013-09-18T20:03:35.619+07:00Luxmeter Digital Seven Segmen Menggunakan Mikrokontroler AVR ATMega 8535<div style="text-align: justify;">
Sebuah alat ukur sederhana dapat dibuat menggunakan fitur dari mikrokontroler AVR yang sudah dilengkapi oleh ADC internal 10 bit. Salah satu aplikasi menggunakan ADC mikrokontroler AVR yang sangat mudah adalah luxmeter digital. Prinsipnya sederhana yaitu menggunakan sensor cahaya LDR sebagai pengatur tegangan pada ADC mikrokontroler melalui intensitas cahaya yang diterima oleh sensor tersebut. Pada dasarnya LDR merupakan sebuah resistor dengan nilai hambatan yang dapat berubah-ubah sesuai dengan perubahan intensitas yang diterima sensor tersebut. Sehingga dengan membuat rangkaian pembagi tegangan antara resistor tetap dan sensor LDR tersebut maka dapat dihasilkan tegangan analog yang nilainya akan berubah terhadap cahaya yang diterima sensor.</div>
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Alat Luxmeter Digital Sederhana</div>
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Untuk sensor LDR untuk mengoptimalkan kinerja terhadap intensitas cahaya yang masuk dari berbagai arah biasanya dibungkus oleh suatu penutup berbentuk setengah bola berwarna putih yang didalamnya diletakkan sensor LDR tersebut. Jika sulit menemukan dapat menggunakan bola ping-pong atau tempat cat air untuk melukis yang dipotong dan dimodifikasi.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiS70JVHqskf0_CCwWDn4clquGlT_HRkOAu-PT0hMjSSEB9tAUawYDffsHFRpNNEpmBFCRu73NhVvwsWxch7oPGrkpEnIY-C2iKBLywI2oKr1gd4v8MHAks_QNxJBc2otIUl0LaXGKtklk/s1600/Tutup+LDR+ari-bawono.blogspot.com.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="228" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiS70JVHqskf0_CCwWDn4clquGlT_HRkOAu-PT0hMjSSEB9tAUawYDffsHFRpNNEpmBFCRu73NhVvwsWxch7oPGrkpEnIY-C2iKBLywI2oKr1gd4v8MHAks_QNxJBc2otIUl0LaXGKtklk/s320/Tutup+LDR+ari-bawono.blogspot.com.jpg" width="320" /></a></div>
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Tempat cat air tampak bawah</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGoRNug7MNhWPQgCL5gHaw6a4zX9qBPgQb7Vh1S9giBIBrbyU-zGTz2_0HFB3UD1U9G1b9TOlMRbdFmNikuBOQqZ3h5W7XITSZSxz4DXg6gukwJ2h7TsOSNXq-UKxHHjGgzHD_AkbefKw/s1600/Tutup+sensor+LDR+tinta+kanvas+cat+ari-bawono.blogspot.com.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="231" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGoRNug7MNhWPQgCL5gHaw6a4zX9qBPgQb7Vh1S9giBIBrbyU-zGTz2_0HFB3UD1U9G1b9TOlMRbdFmNikuBOQqZ3h5W7XITSZSxz4DXg6gukwJ2h7TsOSNXq-UKxHHjGgzHD_AkbefKw/s320/Tutup+sensor+LDR+tinta+kanvas+cat+ari-bawono.blogspot.com.jpg" width="320" /></a></div>
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Tempat cat air tampak atas</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOqWokiEomXAqHRsQ-g9ncPMRbAo0Ylc_FIjjphTnrc1urF7zK5EE62ER_eRuhoO6dedgpfvJcxE5QeC0GXEoB1ZP-JP2ctcqdxHA1dz3p59Pu0Rapgl2ryzEGDamKfy5x1ZybFdk1ISk/s1600/Membuat+sensor+luxmeter+ari-bawono.blogspot.com.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="293" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOqWokiEomXAqHRsQ-g9ncPMRbAo0Ylc_FIjjphTnrc1urF7zK5EE62ER_eRuhoO6dedgpfvJcxE5QeC0GXEoB1ZP-JP2ctcqdxHA1dz3p59Pu0Rapgl2ryzEGDamKfy5x1ZybFdk1ISk/s320/Membuat+sensor+luxmeter+ari-bawono.blogspot.com.jpg" width="320" /></a></div>
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Sensor LDR yang telah dibungkus oleh setengah bola.</div>
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Untuk display disini akan digunakan 4 buah led seven segmen, meskipun menggunakan display LCD akan jauh lebih mudah akan tetapi jika menggunakan led seven segmen hasilnya juga akan lebih menarik karena saat menyala terlihat sangat jelas. Pada seven segmen data tiap seven segmen yaitu satuan, puluhan, ratusan dan ribuan, akan dilakukan teknik scanning cepat dalam menampilkan ke empat display seven segmen tersebut yang semuanya dapat diatur dalam mikrokontroler AVR tersebut untuk data byte tiap seven segmen. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKzUs-yloZcS11jMlSn820vT_Tn5LGD9MR2V1OyZRuy0scfm9TRD0_FkaMsXWFBFSZJJ9MHlflWjz_M6f4EGAfIbsqvA14qbAYi7TI54fhrM7ELcC8Y6Dek6nSSOzgWnZVt3gbG2IJ7qQ/s1600/Proses+kalibrasi+luxmeter+ari-bawono.blogspot.com.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="220" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKzUs-yloZcS11jMlSn820vT_Tn5LGD9MR2V1OyZRuy0scfm9TRD0_FkaMsXWFBFSZJJ9MHlflWjz_M6f4EGAfIbsqvA14qbAYi7TI54fhrM7ELcC8Y6Dek6nSSOzgWnZVt3gbG2IJ7qQ/s320/Proses+kalibrasi+luxmeter+ari-bawono.blogspot.com.jpg" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKQ1xWhdZz3ONs9VoaqHFRzTTb5NX_ObDxPp8qTALKh68LvYZAiXj2_0hgIN7xpC3MMccms1c9ZSRWORJI_UdGM4YY0T3WiDuq0PQ9O1sIqLk0Jmx8uNRcqWeiOmzDfPDGhxoXVaqKjaU/s1600/Test+Luxmeter+dengan+alat+standart+%2528ari-bawono.blogspot.com%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="218" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKQ1xWhdZz3ONs9VoaqHFRzTTb5NX_ObDxPp8qTALKh68LvYZAiXj2_0hgIN7xpC3MMccms1c9ZSRWORJI_UdGM4YY0T3WiDuq0PQ9O1sIqLk0Jmx8uNRcqWeiOmzDfPDGhxoXVaqKjaU/s320/Test+Luxmeter+dengan+alat+standart+%2528ari-bawono.blogspot.com%2529.jpg" width="320" /></a></div>
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Pengujian dan kalibrasi menggunakan luxmeter standar</div>
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Setelah display selesai dibuat maka perlu dilakukan kalibrasi yaitu menggunakan luxmeter stsndar yang sudah terkalibrasi juga. Proses kalibrasi ini sangatlah penting mengingat LDR merupakan resistor variabel sehingga sedikit sulit untuk mendapatkan nilai yang linier. Untuk itu bila perlu dapat juga menambahkan suatu rumus atau konstanta tertentu (jika menggunakan bahasa C akan lebih mudah) sehingga nantinya dapat diperoleh hasil yang mendekati standar dari alat ukur luxmeter digital yang sebemarnya. Untuk cara kalibrasi sensor dapat digunakan suatu kotak hitam dan lampu dimmer sebagai sumber cahaya, dengan menempatkan dua buah sensor dari alat yang dibuat dan alat ukur standar dalam suatu kotak hitam tertutup rapat maka proses kalibrasi akan jauh lebih akurat.</div>
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Untuk lebih jelas dapat pula dibaca artikel sebelumnya tentang <a href="http://ari-bawono.blogspot.com/2013/06/sensor-cahaya-ldr-light-dependent.html" target="_blank">LDR sebagai sensor cahaya.</a><br />
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Semoga bermanfaat.<br />
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Unknownnoreply@blogger.com4tag:blogger.com,1999:blog-10066480049113741.post-8292155286131093212013-06-08T16:46:00.002+07:002013-09-18T17:11:17.018+07:00Sensor Cahaya LDR (Light Dependent Resistor) dan Fotodioda<div style="text-align: justify;">
Sensor cahaya LDR dan fotodioda merupakan salah satu sensor yang sering dijumpai pada perangkat elektronika. Biasanya sensor tersebut digunakan untuk suatu aplikasi sebagai saklar cahaya berdasarkan intensitas cahaya yang diterima oleh sensor. </div>
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Pada LDR perubahan intensitas cahaya yang diterima oleh sensor tersebut akan mengakibatkan perubahan resistansi / hambatan (ohm) pada komponen tersebut sehingga semakin besar intensitas cahaya makan semakin kecil resistansi atau hambatan yang diberikan oleh sensor LDR sebaliknya semakin kecil intensitas cahaya yang diberikan maka resistansi atau hambatan yang diberikan oleh LDR semakin besar.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4kWnajc-HFj7EOdI2g6leRYTZOOCYI1N-DsitLMh0prMB6IpwSRNCYibOIJeeWIGs86Fv3gJjDatxs_uMzJYAF7cf4Dcy9em-v9k68jZjRh3Yi6eO2x2gzmlNIGT4a2aK92Taz1mv37k/s1600/LDR.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="159" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4kWnajc-HFj7EOdI2g6leRYTZOOCYI1N-DsitLMh0prMB6IpwSRNCYibOIJeeWIGs86Fv3gJjDatxs_uMzJYAF7cf4Dcy9em-v9k68jZjRh3Yi6eO2x2gzmlNIGT4a2aK92Taz1mv37k/s200/LDR.JPG" width="200" /> </a></div>
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Gambar sensor LDR ukuran besar dan kecil </div>
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Sensor LDR tergolong sensor yang pasif sehingga memerlukan suatu rangkaian khusus untuk dapat dipergunakan pada suatu aplikasi tertentu seperti rangkaian pembagi tegangan menggunakan resistor. Pada rangkaian pembagi tegangan tersebut sensor LDR dipasang seperti resistor yang digunakan untuk membagi tegangan, akan tetapi untuk sensor LDR nilai tahanannya dapat berubah-ubah seiring dengan perubahan intensitas cahaya akibatnya nilai tegangan pada hasil keluaran rangkaian pembagi tegangan tersebut juga akan berubah seiring dengan perubahan intensitas cahaya.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjn3NameLeHYHifqiptuKnr3W7gGrpYdBdrottVyENG1Dm1RORJYwD6eLSwsQmLdlMv8QcIeVx5qXN13UV4zsvCvcIL2yRVluoa5ZkvcJxZf1_iccUtgPAAV_Gb6JK6dhjcrJ793l0bcRQ/s1600/Rangkaian+LDR.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="270" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjn3NameLeHYHifqiptuKnr3W7gGrpYdBdrottVyENG1Dm1RORJYwD6eLSwsQmLdlMv8QcIeVx5qXN13UV4zsvCvcIL2yRVluoa5ZkvcJxZf1_iccUtgPAAV_Gb6JK6dhjcrJ793l0bcRQ/s320/Rangkaian+LDR.jpg" width="320" /></a></div>
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Rangkaian pembagi tegangan menggunakan LDR</div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-10066480049113741.post-53773140674019930802013-04-26T08:14:00.001+07:002014-01-16T12:28:03.984+07:00Pembangkit Tegangan Tinggi AC (High Voltage AC) Frekuensi Tinggi Untuk Produksi Ozon<div style="text-align: justify;">
Pembangkit tegangan tinggi AC (High Voltage AC) menggunakan frekuensi tinggi biasanya digunakan untuk menghasilkan gas ozon pada suatu reaktor ozon. Produksi ozon dapat meningkat seiring dengan semakin besar frekuensi pada pembangkit tegangan tinggi AC tersebut. Jika pada artikel sebelumnya telah dibahas mengenai pembangkit tegangan tinggi AC dengan frekuensi rendah menggunakan koil sepeda motor. Maka kali ini akan dibahas mengenai pembangkit tegangan tinggi AC dengan frekuensi tinggi menggunakan bahan ferit pada koil yang digunakan. Mamun untuk mendapatkan koil berbahan ferit sangatlah sulit akan tetapi kita dapat memanfaatkan batang ferit pada flayback yang rusak.Untuk melepas batang ferit pada flyback televisi yang rusak sangatlah mudah, cukup rebus di air mendidih selama 20 menit. Sehingga melepas batang ferit yang terpasang tidak menjadi suatu hal yang sulit. Pertama lepaskan besi pengait, kemudian tarik batang ferit pada bagian atas dan bawah sambil sedikit diputar dan tarik.</div>
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Apabila sudah terlepas maka kita dapat membuat lilitan koil sendiri, bila perlu pakai tempat lilitan bekas transformator 500mA untuk membuat lilitan koil sehingga dapat dimasukkan dengan mudah pada batang ferit tersebut.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsuduWDIup2L5S8ypWYTLz9bpaND4VpSJHkB99EWvnC7sy-i-RHBzJmhYHxashyphenhypheniCvOO52b_iaM1kjrsVYmCY8MxxHyIZJ0n-RB838UVC9LQ1s_m27VtHUVxyR8cmGp8Cs0oYbC4woKvg/s1600/Ferit+Flyback.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsuduWDIup2L5S8ypWYTLz9bpaND4VpSJHkB99EWvnC7sy-i-RHBzJmhYHxashyphenhypheniCvOO52b_iaM1kjrsVYmCY8MxxHyIZJ0n-RB838UVC9LQ1s_m27VtHUVxyR8cmGp8Cs0oYbC4woKvg/s320/Ferit+Flyback.JPG" height="240" width="320" /></a></div>
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Batang Ferit Bekas Flyback</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3BMQYi195q39luwqWKnv5IwDWSXCj-Yxekozx3AXD8N6KLd88WuLdLsgD0rCzU7R_Na-SYXHQyAVsOX-KFVi-rxXJE6zOU1xXl2PSm8RFB7OjTYMauZkKEm5dOuBpICbCIEb6WpArvT0/s1600/Lilitan+Koil+Ferit.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3BMQYi195q39luwqWKnv5IwDWSXCj-Yxekozx3AXD8N6KLd88WuLdLsgD0rCzU7R_Na-SYXHQyAVsOX-KFVi-rxXJE6zOU1xXl2PSm8RFB7OjTYMauZkKEm5dOuBpICbCIEb6WpArvT0/s320/Lilitan+Koil+Ferit.JPG" height="240" width="320" /></a></div>
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Lilitan Pada Batang Ferit</div>
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Pada pembangkit tegangan tinggi AC ini digunakan ferit sehingga untuk frekuensi dapat digunakan frekuensi tinggi jauh diatas jangkauan 10 KHz, misalkan saja 25 KHz sehingga getaran gelombang yang dihasilkan osilator tidak akan menimbulkan kebisingan saat koil berfungsi. Untuk transistor switching pada koil dapat digunakan transistor 2N 3055 yang diparalel sehingga diperoleh arus yang cukup besar atau dapat pula menggunakan transistor power dengan daya yang lebih besar untuk switching koil seperti 2SC3858 sehingga akan sangat menghemat tempat daripada melakukan gabungan dari transistor 2N3055 yang terlalu banyak dan berlebihan.<br />
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Rancangan High Voltage AC Frekuensi Tinggi</div>
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Pembuatan pembangkit tegangan tinggi ini juga dilengkapi display seven segmen untuk menampilkan tegangan keluaran dari perangkat tersebut. Namun untuk dapat membaca tegangan maka sistem tersebut dalam pembacaan tegangan cukup menggunakan data nilai tegangan yang digunakan untuk sumber tegangan pada koil yang dapat diatur menggunakan rangkaian regulator tegangan adustable (yang dapat diubah-ubah). Sehingga dengan sedikit kalibrasi nantinya diharapkan data yang ditampilkan display seven segmen dan data tegangan sesungguhnya dari keluaran perangkat pembangkit tegangan tinggi AC tersebut dapat memiliki keakuratan yang cukup baik. Maka untuk melakukan kalibrasi diperlukan suatu probe tegangan tinggi dan osiloskop yang sudah terkalibrasi untuk membaca tegangan keluaran dari perangkat tegangan tinggi tersebut. Karena alat ukur seperti multitester baik digital ataupun analog tidak dapat membaca tegangan dengan baik dan akurat untuk tegangan AC dengan frekuensi tinggi pada jangkauan frekuensi tegangan AC lebih dari 10 KHz. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgx3DcjgoiZmRvLr3_M09HBuhrEguRMy5KEEZHiQHGi25FcqoeUa-JpjMskAPqcHk78YsvlCsJq7P-fFret5hyflmpN6JP3ha3cRj4S0aZWWiNoh-0gSlo_dVDVbtfMtrErhsBOfoRXIvo/s1600/Test+display.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgx3DcjgoiZmRvLr3_M09HBuhrEguRMy5KEEZHiQHGi25FcqoeUa-JpjMskAPqcHk78YsvlCsJq7P-fFret5hyflmpN6JP3ha3cRj4S0aZWWiNoh-0gSlo_dVDVbtfMtrErhsBOfoRXIvo/s320/Test+display.JPG" height="240" width="320" /></a></div>
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Uji display</div>
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Pada perangkat pembangkit tegangan tinggi ini koil yang dibuat adalah 2 buah yang lilitan sekundernya dirangkai seri supaya didapatkan tegangan yang lebih tinggi daripada cuma menggunakan 1 koil. Lilitan primer koil digunakan kawat email berdiameter kurang lebih 2,5 mm yang dirangkap 4 dan dililit sebanyak 16 lilitan, sedangkan untuk lilitan sekunder digunakan kawat email berdiameter 0.5 mm - 0.6 mm dililit sebanyak mungkin sesuai dengan kapasitas maksimal dari tempat lilitan sekunder supaya dihasilkan tegangan tinggi dengan arus yang cukup untuk generator ozon pada reaktor yaitu sekitar 100 mA sampai 500 mA. Untuk koil agar dapat bertahan lama alangkah baiknya dibuatkan suatu tempat seperti tangki yang didalamnya terdapat oli. Sehingga oli tersebut nantinya dapat digunakan sebagai isolator tegangan tinggi untuk mengurangi lucutan antar lilitan pada koil serta dapat berfungsi sebagai pendingin koil saat berfungsi.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkSCzZ1PQvnAav3l_1EEbbWlMhzRiTTzAHZKJ1rf3wimez0NX2LychjJwd2XttWd6wAoSD3QxGx4hRoc3twSOBYBKaa6FQzir9LIRjAmFKy5tz9aH8VIEN4Hl38DTAJXP6hWBEjXvEc0s/s1600/Tangki+koil+ferit+dalam+oli+tampak+atas.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkSCzZ1PQvnAav3l_1EEbbWlMhzRiTTzAHZKJ1rf3wimez0NX2LychjJwd2XttWd6wAoSD3QxGx4hRoc3twSOBYBKaa6FQzir9LIRjAmFKy5tz9aH8VIEN4Hl38DTAJXP6hWBEjXvEc0s/s320/Tangki+koil+ferit+dalam+oli+tampak+atas.JPG" height="240" width="320" /></a></div>
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Gambar tangki untuk rendaman koil dengan oli</div>
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Gambar koil ferit yang direndam oli tampak samping<br />
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Pemasangan dan instalasi tangki dan koil pada perangkat<br />
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Instalasi keseluruhan perangkat tegangan tinggi AC<br />
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Untuk pembuatan ozon dapat digunakan sebuah tabung kaca silinder atau berbahan pyrex supaya tidak mudah pecah, kemudian didalamnya dibuat lilitan kawat tembaga dari kabel kawat tunggal yang dikupas isolatornya kemudian dililit berbentuk spiral dan dimasukkan dalam tabung kaca dengan dihubungkan kabel sebagai terminal. kemudian sisiluar tabung dapat dilapisi dengan logam atau dapat dipakai aluminium foil yang diberi kabel sebagai terminal. Setelah itu tabung dapat dibungkus kembali menggunakan isolator. Maka reaktor pun telah jadi dengan dua buah terminal dan dapat diberi kipas untuk mengalirkan udara ke dalam tabung.</div>
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Pembuatan prototipe reaktor ozon sederhana<br />
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Pengujian kadar ozon (dalam ppm)<br />
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Setelah dilakukan pengujian kadar ozon dapat diketahui bahwa ozon yang dihasilkan mampu mencapai batas 9,64 ppm pada pemakaian setengah dari daya perangkat tersebut. Untuk pengujian dengan daya berlebih (dengan mengatur tegangan) belum dilakukan karena dikhawatirkan kaca reaktor dapat pecah mengingat saat pengujian setengah dari daya maksimal perangkat pada reaktor sudah terjadi lucutan yang berlebihan dan panas pada kaca reaktor. Pada penggunaan daya maksimal mungkin diperlukan reaktor ozon dengan spesifikasi lebih dari reaktor ozon tersebut.</div>
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Unknownnoreply@blogger.com4tag:blogger.com,1999:blog-10066480049113741.post-12136364179276482572013-04-08T16:44:00.001+07:002013-09-18T17:12:12.398+07:00Scanning Seven Segmen CA 4 Digit Untuk Test Counter Desimal<div style="text-align: justify;">
Aplikasi seven segmen sangat menarik apabila digunakan untuk berbagai alat ukur. Selain display atau tampilannya terlihat jelas karena tersusun atas lampu led, harganya pun juga relatif murah dibandingkan dengan display LCD atupun matriks. Akan tetapi banyak yang masih penasaran untuk menampilkan angka seven segmen lebih dari satu digit. Namun dengan teknik scanning semuanya itu akan menjadi lebih mudah. Untuk data angka pada masing-masing seven segmen ada yang menggunakan IC decoder dan ada pula yang menggunakan logika pada masing-masing segmen. Berikut ini contoh dari aplikasi seven segmen untuk display angka 4 digit menggunakanj test counter.</div>
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Gambar tes seven segmen 4 digit</div>
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Seven segmen menggunakan PCB lubang</div>
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Untuk melihat hasilnya saat dilakukan tes counter dapat dilihat pada video berikut ini:</div>
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Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-10066480049113741.post-60118529520439567972013-04-01T23:21:00.001+07:002013-09-18T20:02:56.078+07:00Sistem Penyearah Tegangan AC<div style="text-align: justify;">
Suatu rangkaian penyearah merupakan rangkaian yang berfungsi untuk mengubah tegangan bolak balik (AC) menjadi tegangan searah (DC). Secara umum rangkaian penyearah ini terdiri atas dua macam yaitu rangkaian penyearah setengah gelombang dan penyearah gelombang penuh. Pada rangkaian penyearah setengah gelombang dapat dihasilkan setengah gelombang yaitu dari tengah ke puncak gelombang atau yang searah dengan bias maju pada pemasangan dioda yang digunakan sebagai penyearah, sedangkan setengah gelombang yang arahnya dari tengah sampai ke lembah akan dihapuskan atau ditahan dan tidak dilewatkan akibat pengaruh dari bias mundur dari dioda yang dipasang pada bias mundur.</div>
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Rangkaian penyearah setengah gelombang</div>
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Hasil penyearah setengah gelombang</div>
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Pada rangkaian penyearah gelombang penuh, maka gelombang yang dihasilkan utuh dan tidak ada yang dihilangkan. Namun mungkin bentuknya sedikit berbeda dengan gelombang sumber karena setengah dari fase gelombang yang berlawanan atau berkebalikan akan dibalik sehingga bentuk lembah akan menjadi puncak gelombang. Sistem rangkaian penyearah gelombang penuh ini biasanya disebut dengan sistem penyearah jembatan <i>(bridge)</i>. Penyearah jembatan dapat dibuat dengan menggunakan empat buah dioda.<br />
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Rangkaian penyearah jembatan</div>
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Hasil penyearah gelombang penuh</div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-10066480049113741.post-30642272255259967802013-03-29T21:43:00.004+07:002013-09-18T20:05:07.842+07:00Pulse Width Modulation (PWM)<!--[if gte mso 9]><xml>
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<div class="MsoNormal" style="text-align: justify;">
<span style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%;">Suatu gelombang kotak
dengan suatu frekuensi tertentu biasanya memiliki jarak antara lebar puncak dan
lebar lembah, misalkan saja 50% puncak dan 50% lembah. Apabila lebar antara
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pergeseran posisi lebar puncak dan lembah (duty cycle) maka tidak akan mengubah
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<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVs_88OmJ-wcn7cu8M3C5n2rCtHgAJvFOSK1I1WNFo1P0-gaL3AAfqr2j7MQ4zZRwjP4JCF1nS6vBW4uAyVrGM1hIqWzDJCyDMOes6IcuPkJG1cKwF-AillNt_jgNmXM220bAiZub1oRQ/s1600/PWM.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="315" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVs_88OmJ-wcn7cu8M3C5n2rCtHgAJvFOSK1I1WNFo1P0-gaL3AAfqr2j7MQ4zZRwjP4JCF1nS6vBW4uAyVrGM1hIqWzDJCyDMOes6IcuPkJG1cKwF-AillNt_jgNmXM220bAiZub1oRQ/s1600/PWM.jpg" width="400" /></a></div>
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<span style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%;"></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Gambar
pulsa gelombang diatas,<span style="mso-spacerun: yes;"> </span>(a) menunjukkan
gambar normal dari suatu </span></div>
<br />
<div class="MsoNormal" style="text-align: center;">
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-10066480049113741.post-71697860716743716162013-03-27T08:44:00.003+07:002013-09-18T20:07:20.163+07:00Latihan Dasar PLC Membuat Flip Flop Dengan Timer<div style="text-align: justify;">
Pada umumnya untuk membuat sebuah aplikasi lampu flip flop dapat menggunakan transistor dengan bantuan kapasitor sebagai penentu waktu 'on' dan 'off'. Akan tetapi dalam perangkat yang pengoprasiannya menggunakan suatu program tertentu, aplikasi lampu flip flop ternyata dapat dengan mudah dibuat hanya dengan memanfaatkan fungsi timer sebagai pewaktu. Kalau pada mikrokontroler untuk membuat lampu flip flop hanya memanfaatkan jeda waktu atau delay untuk mengkondisikan on dan off suatu lampu. Tetapi bagaimanakah dengan PLC yang menggunakan diagram ladder. </div>
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Pada PLC untuk membuat suatu program aplikasi lampu flip flop dapat memanfaatkan dua buah timer yaitu timer untuk waktu 'on' dan timer untuk waktu 'off'. Untuk keluaran dapat memanfraatkan kontak hasil dari salah satu suatu timer tersebut setelah selesai dengan batas waktu yang diberikan yang kemudian akan bergantian dengan timer yang lainnya. Kemudian masing-masing timer harus saling berkaitan sehingga saat batas waktu pergantian dapat mereset timer yang lainnya dan hal itu akan berlangsung secara berulang-ulang. Untuk lebih jelas dapat dilihat gambar contoh diagram ladder berikut ini:</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9XZGuNDk4nohsqiGNSIswIy6xLNyAMWuXAxcLiN3JSFw7GxHcbEDwCCNFZ7Vza_rOqqMmG7q7XGXXD1ZlECmUzIs0_dmPIGVeXr3xH3eMjyWPODeHMtpYftW6p_Sh-v-Vf_7kEw1CyiQ/s1600/PLC+Flip+Flop+Ladder.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="268" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9XZGuNDk4nohsqiGNSIswIy6xLNyAMWuXAxcLiN3JSFw7GxHcbEDwCCNFZ7Vza_rOqqMmG7q7XGXXD1ZlECmUzIs0_dmPIGVeXr3xH3eMjyWPODeHMtpYftW6p_Sh-v-Vf_7kEw1CyiQ/s400/PLC+Flip+Flop+Ladder.jpg" width="400" /></a></div>
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Pastikan semua konfigurasi telah sesuai termasuk dengan inisialisasi timer. Pada program timer yang digunakan adalah timer 1 dan timer 2, masukan 000.01 merupakan pemicu untuk menjalanjan program timer pada diagram ladder dibawahnya dan akan aktif apabila berlogika '1'. Untuk keluaran cukup dengan memanfaatkan hasil dari salah satu timer yaitu timer 1 dengan memasangkan pada kontak <i>Normally Open</i> (NO) dan <i>Normally Closed</i> (NC) pada masing masing keluaran (out 1dan out 2) sehingga akan didapatkan suatu kondisi yang berbeda pada masing-masing keluaran. Untuk lebih jelas perhatikan gambar berikut saat program dijalankan.<br />
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLfxSg6k9kpKdwwo4_xtTq7xQR1EyiOX1baAFG1yJH1F9fbwnQfdXYKYtCfV02v8xio6PNQaLnkPoPAei1aorVwrSusGw94-svZFTnMil7rqSHE3ASRC5b7rQ9wgUzFLhNeUmrl7FM-Sk/s1600/PLC+Flip+Flop+Ladder+Running.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="270" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLfxSg6k9kpKdwwo4_xtTq7xQR1EyiOX1baAFG1yJH1F9fbwnQfdXYKYtCfV02v8xio6PNQaLnkPoPAei1aorVwrSusGw94-svZFTnMil7rqSHE3ASRC5b7rQ9wgUzFLhNeUmrl7FM-Sk/s400/PLC+Flip+Flop+Ladder+Running.jpg" width="400" /> </a></div>
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Gambar PLC untuk aplikasi flip flop saat dijalankan.</div>
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Setelah dijalankan klik pada <i>Normally Open</i> (NO) masukan atau mulai dan berilah logika '1' agar proses berlangsung seperti gambar dibawah ini.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPskQRWevgz89X2g9UguiQMM3Buwo_OezpnxW0ZQIaleIhLL7BcwoQc9yPVJyVJkKytB3lrRunTDVJRca12qAnyWjCfse4bDxBaOmW2JHY3gkXRGnA6NZ_Wt16YdDnGz6wWUsQq_EcWNE/s1600/PLC+Flip+Flop+Ladder+Running+Out+1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="271" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPskQRWevgz89X2g9UguiQMM3Buwo_OezpnxW0ZQIaleIhLL7BcwoQc9yPVJyVJkKytB3lrRunTDVJRca12qAnyWjCfse4bDxBaOmW2JHY3gkXRGnA6NZ_Wt16YdDnGz6wWUsQq_EcWNE/s400/PLC+Flip+Flop+Ladder+Running+Out+1.jpg" width="400" /></a></div>
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Gambar lader flip flop saat keluaran 1 atau out 1 aktif</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQVQ-DkKkTs7aEr5YRVlDHrO6_4tQwqJaf5cntyLgq7MWNwRzLhW5ZgA8LU0JI9YMpapok4P1UjWORKvZsQZW_8mhwtb2Bfr23h8GL-fYsUn35HZkOQAQ33IaMYU5cG8UARV94JjBxHE4/s1600/PLC+Flip+Flop+Ladder+Running+Out+2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="267" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQVQ-DkKkTs7aEr5YRVlDHrO6_4tQwqJaf5cntyLgq7MWNwRzLhW5ZgA8LU0JI9YMpapok4P1UjWORKvZsQZW_8mhwtb2Bfr23h8GL-fYsUn35HZkOQAQ33IaMYU5cG8UARV94JjBxHE4/s400/PLC+Flip+Flop+Ladder+Running+Out+2.jpg" width="400" /></a></div>
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Gambar lader flip flop saat keluaran 2 atau out 2 aktif </div>
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Pada masing-masing gambar tersebut terlihat bahwa masing masing timer akan saling bergantian dan dan saling mereset saat batas waktu yang diberikan pada timer tersebut habis.</div>
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Unknownnoreply@blogger.com11tag:blogger.com,1999:blog-10066480049113741.post-28561870104953612682013-03-22T16:15:00.001+07:002014-01-16T12:30:01.965+07:00Teknik Memasang Membran dan Spoel Loudspeaker Subwoofer Bekas<div style="text-align: justify;">
Pada posting kali ini akan dibahas mengenai teknik pemasangan membran pada loudspeaker khususnya jenis subwoofer. Pertama siapkan terlebih dahulu rangka loudspeaker bekas, pada kasus ini dipakai rangka bekas loudspeaker jenis subwoofer. Perbedaan yang paling menonjol pada loudspeaker woofer dan subwoofer yaitu diameter spoel lilitan email dan diameter lubang spoel lilitan email pada membran loudspeaker serta ukuran diameter dumper (mirip tempat obat nyamuk kuning dan cokelat). Pada ukuran untuk jenis loudspeaker subwoofer ukuran diameter tersebut akan melebihi dari ukuran loudspeaker woofer sehingga untuk ukuran (inchi) diameter loudspeaker yang sama antara woofer dan subwoofer biasanya memiliki tenaga yang berbeda dalam menggetarkan membran loudspeaker begutu pula dayanya. Sedangkan untuk impedansi loudspeaker tergantung pada kegunaannya untuk audio mobil atau untuk audio rumahan. Jika digunakan untuk audio mobil biasanya memiliki impedansi loudspeaker berkisar antara 4 sampai 6 ohm dan lilitan pada spoel yang digunakan juga diameter emailnya lebih besar dari pada diameter email untuk audio rumahan, sedangkan untuk audio rumahan biasanya impedansi loudspeaker berkisar antara 8 sampai 16 ohm.<br />
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Untuk impedansi 16 ohm biasanya digunakan pada loudspeaker berbentuk corong atau berbentuk kolom seperti yang digunakan di masjid dengan jarak antara loudspeaker dan power amplifier cukup jauh yaitu sekitar 10 sampai 50 meter, bahkan lebih sehingga sering digunakan transformator untuk menyesuaikan impedansi antara loudspeaker dan power amplifier untuk transmisi sinyal dengan meninggikan tegangan amplitudo (mirip dengan sistem transmisi listrik jarak jauh). Selain itu ada pula sistem loudspeaker yang menggunakan spoel ganda sehingga bisa kita konfigurasi impedansi untuk 4 atau 8 ohm dengan menghubungkan masing-masing spoel secara seri atau paralel.</div>
<div style="text-align: justify;">
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Setelah memahami penjelasan diatas selanjutnya bila rangka loudspeaker ukuran 10" (diameter 10 inchi) sudah siap seperti pada contoh gambar maka yang perlu dilakukan adalah membuang semua membran yang lama kecuali dumper bila masih baik dan membersihkan semua kotoran terutama debu dan pasir baik pada rangka sampai pada lubang spoel pada magnet.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRW5vp34dFPNu0ToYSMnPaYaFvuixigOpzwJ9sIQPCY5FAojKyUYmFr4ZADacNXNYcADY-AVVetvAyNBwjraSqY1j5BW4rnYahfO2AltsWniuxitjWO0RIP-MwchL8uF664JXlztmTth8/s1600/Rangka+speaker+subwoofer+belakang.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRW5vp34dFPNu0ToYSMnPaYaFvuixigOpzwJ9sIQPCY5FAojKyUYmFr4ZADacNXNYcADY-AVVetvAyNBwjraSqY1j5BW4rnYahfO2AltsWniuxitjWO0RIP-MwchL8uF664JXlztmTth8/s320/Rangka+speaker+subwoofer+belakang.JPG" height="180" width="240" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjevZATXvPR1QSetxoavh6j_RxYsTjqBydenaSulgcNkEx9eLq6zYcqWCvULEJt60kIGaUoel8qAXJ5WpWia0AOsXNEMpOyITBbRzTchyphenhyphenGIVfekPYAbkNYTFKtc6hyphenhyphenVVLow0gvw0uqe7cU/s1600/Rangka+speaker+subwoofer+samping.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjevZATXvPR1QSetxoavh6j_RxYsTjqBydenaSulgcNkEx9eLq6zYcqWCvULEJt60kIGaUoel8qAXJ5WpWia0AOsXNEMpOyITBbRzTchyphenhyphenGIVfekPYAbkNYTFKtc6hyphenhyphenVVLow0gvw0uqe7cU/s320/Rangka+speaker+subwoofer+samping.JPG" height="180" width="240" /></a></div>
<span id="goog_930773854"></span><span id="goog_930773855"></span></td> </tr>
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Gambar rangka loudspeaker ukuran 10" yang sudah dibersihkan tampak belakang dan samping.<br />
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Setelah dibersihkan maka kita perlu memikirkan kegunaan loudspeaker nantinya, akan digunakan untuk audio mobil ataukah untuk audio rumahan. Karena pilihan tersebut akan menentukan jenis ukuran diameter email dan banyaknya lilitan email pada spoel. Pada kasus ini dipilih spoel yang akan digunakan untuk audio rumahan sehingga biasanya dapat digunakan spoel loudspeaker ukuran 15" mengingat pada loudspeaker subwoofer ini memerlukan diameter yang lebih besar sesuai ukuran aslinya. (Sedikit informasi berdasarkan survey yang sudah saya lakukan bahwa jika anda mencari jenis spoel untuk impedansi 4 ohm agar dapat digunakan di audio mobil mungkin sedikit sulit untuk ditemukan dan jarang tersedia di toko elektronika).</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnph1l3oN3jV34htj1jcGfWnMsjYJlDSCeFYtz4v72ZodzTQxfml8bHOOtINjHt1ONs_NXgasARS2OdKjL35-RYHxfQKilHmXA7TDyxjbqfFmVKWU4pj_9xPshfEWP5EYgsGX60Z6bnoo/s1600/Spoel+speaker.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnph1l3oN3jV34htj1jcGfWnMsjYJlDSCeFYtz4v72ZodzTQxfml8bHOOtINjHt1ONs_NXgasARS2OdKjL35-RYHxfQKilHmXA7TDyxjbqfFmVKWU4pj_9xPshfEWP5EYgsGX60Z6bnoo/s320/Spoel+speaker.JPG" height="180" width="240" /></a></div>
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Gambar spoel untuk loudspeaker ukuran 15" dan ring loudspeker ukuran 10" <br />
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Selanjutnya untuk membran loudspeaker subeoofer 10" dapat menggunakan membran loudspeaker woofer dengan sedikit memodifikasi diameter ukuran lubang spoelnya supaya pas dengan ukuran spoel loudspeaker 15". Untuk tutup spoel dapat digunakan tutup spoel untuk loudspeaker woofer ukuran 12".</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnEv6eq-cpcLpUQD_uAZxW9x6416uT0FLp8RdM1kdMswv6brJO3kkNuJu4jgYiUZs4Y29yqmf5NPLU8STnm4AcjJj2lSiCz48T6Xc1q8WC4-GFNHJTt5VnQ_GzvsbhkgT4V4ofnGolGzs/s1600/Membran+Speaker+woofer+tampak+atas.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnEv6eq-cpcLpUQD_uAZxW9x6416uT0FLp8RdM1kdMswv6brJO3kkNuJu4jgYiUZs4Y29yqmf5NPLU8STnm4AcjJj2lSiCz48T6Xc1q8WC4-GFNHJTt5VnQ_GzvsbhkgT4V4ofnGolGzs/s320/Membran+Speaker+woofer+tampak+atas.JPG" height="180" width="240" /></a></div>
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Gambar membran loudspeaker woofer 10" dan tutup spoel untuk loudspeaker woofer 12"<br />
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Setelah semua bahan telah ditentukan maka langka pertama yaitu memasang spoel pada dumper yang sudah terpasang pada rangka loudspeaker subwoofer. Spoel dimasukkan dengan hati-hati jangan sampai rusak atau tertekuk. Untuk memudahkan biasanua dilakukan dengan memasukkannya secara sedikit miring dan sedikit diputar. Apabila sudah masuk ke dalam lubang dumper maka sedikit ditekan supaya dapat masuk pula ke dalam lubang magnet. Jarak masuk spoel pada magnet tidak boleh terlalu dalam dan terlalu keluar dari magnet, kira-kira 2/3 bagian spoel (dilihat dari email kuning pada spoel) harus tertanam didalam lubang magnet dan 1/3 bagian spoel berada diluar magnet. Sehingga nantinya didapatkan hasil yang optimal saat spoel bergetar keluar dan masuk dari magnet karena hasil kualitas suara yang baik sangat dipengaruhi pada pemasangan spoel ini dengan jarak yang tepat. Setelah terpasang dengan jarak spoel yang sesuai dengan magnet periksalah apakah saat spoel sedikit dinaikkan dan diturunkan terjadi gesekan ataukah tidak, jika masih terjadi suara gesekan maka aturlah kembali spoel (kiri, kanan, atas dan bawah spoel) agar didapatkan suara gesekan sekecil mngkin tanpa merubah jarak spoel disekitar magnet tersebut. Setidaknya carilah gesekan sekecil mungkin, jika memang tidak ada gesekan saat spoel sedikit digerakkan naik dan turun itu lebih baik, hal itu berarti kualitas spoel dan tingkat kebersihan lubang magnet (dari kotoran debu atau pasir) sangat baik.</div>
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Gambar disamping adalah salah satu cara untuk memeriksa gesekan antara spoel yang terpasang. Gesekan antara spoel dan magnet pada loudspeker akan sangat terasa saat spoel digerakkan akibat adanya kotoran atau posisi yang kurang pas. Oleh karena itu atur posisi spoel dengan sesuai dan jangan gunakan lem terlebih dahulu jika masih didapatkan posisi yang belum sesuai. </div>
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Apabila posisi spoel telah sesuai maka dapat digunakan lem untuk merekatkan antara dumper dan spoel. Lem yang digunakan tidak boleh menggunakan lem yang bersifat sangat encer karena malah dapat merusak sebab lem yang cair tersebut akan masuk di sela-sela spoel dan dumper hingga sampai ke magnet yang mengkibatkan semuanya terkunci dan tidak dapat digerakkan karena lem tersebut. Gunakan lem yang sdikit kental dan ratakan di seluruh permukaan kontak antara spoel dan dumper.</div>
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Gambar disamping merupakan proses yang dilakukan untuk merekatkan antara spoel dan dumper dengan lem yang tidak terlalu cair. Mungkin lem yang tidak terlalu cair tersebut akan memerlukan waktu yang lebih lama daripada lem yang cair yaitu kurang lebih 6 jam atau lebih. Tetapi lebih efektif untuk mencegah kerusakan akibat merembesnya lem ke dalam magnet.Jika lem sudah mengeras dalam waktu 6 jam atau lebih maka dapat dicek kembali gesekan antara spoel dan magnet, kali ini dengan gerakan sedikit jauh dari sebelumnya.</div>
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Jika masih tetap sama seperti semula berarti proses berjalan dengan baik dan dapat langsung dilanjutkan ke langkah selanjutnya. Bila ada sedikit gesekan maka masih dapat dilakukan pembersihan pada sela-sela spoel dan magnet serta penataan posisi pada membran speaker. Tetapi bila gesekan malah bertambah keras berarti perlu dilakukan penataan ulang spoel.<br />
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Langkah selanjutnya yaitu dengan pemasangan membran woofer pada loudspeaker kali ini cara memasukkan membran hampir sama dengan cara memasukkan spoel ke dumper, yaitu dengan sedikit miring dan memutar. Bila sudah masuk maka aturlah posisi membran supaya berada di tengah dengan melihat ujung ujung membran karet di pinggir sekeliling loudspeaker. Jika sudah berada di tengah maka dapat diberi lem antara tengah membran dan spoel serta tunggulah kembali sampai mengering.<br />
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Setelah lem kering jangan lupa bagian bawah membran juga diberi lem secara merata. Sambil menunggu lem pada bawah membran kering sekitar 3 jam dapat dilakukan pengecekan dan penataan pergerakan membran naik dan turun. Carilah posisi saat pergerakan membran naik dan turun tidak ada gesekan sama sekali. Jika posisi saat membran digerakkan tidak terjadi gesekan didapatkan berarti nantinya loudspeaker dapat bergetar dengan sempurna dan tanpa terdengar suara cacat akibat gesekan saat membran bergetar keras.</div>
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Jangan lupa untuk membuat dua buah lubang untuk penghubung ujung terminal spoel. Berilah kabel tembaga elastis atau sering disebut kabel tali emas speaker, bila tidak ditemukan bisa gunakan kabel serabut biasa yang sedikit tebal dan banyak yang dipilin / disatukan untuk menghubungkan ujung email spoel dan terminal kontak untuk loudspeaker (disolder).</div>
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Selanjutnya pemberian lem merata di sekeliling membran luar tepat dikaret kontak dengan sekeliling rangka loudspeaker. Ini proses final yang menentukan pergerakan membran mulus atau tidak. Maka sambil menunggu lem kering dengan posisi membran luar yang masih bisa sedikit digeser cari posisi sebaik mungkin tanpa gesekan dengan menggerakkan membran naik dan turun sambil menggeser posisi bila belum didapatkan posisi yang sesuai. Bila posisi sudah sesuai maka segera tekan, supaya lem lebih kuat merekat.</div>
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Setelah semuanya selesai maka ring membran dan tutup spoel dapat dipasang dengan lem dan siap dilakukan pengujian. <br />
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Ring pada loudspeaker tersebut dapat dipasang untuk menjaga agar loudspeaker tetap merekat sempurna meskipun terjadi getaran yang cukup kuat.<br />
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Berikut ini video pengujian loudspeaker.<br />
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dxsX7cYuDTPxDNEg5XCRJ36jCbD1Xl3188mL1p72x5xwXyrcxdaVi5xJnvIh0uO5NS0_CKOx3hTF_JkSZNK' class='b-hbp-video b-uploaded' frameborder='0'></iframe><br />
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Semoga pengalaman ini bermanfaat.......</div>
Unknownnoreply@blogger.com20tag:blogger.com,1999:blog-10066480049113741.post-55759834489253294472013-03-14T22:46:00.001+07:002013-09-18T20:06:01.919+07:00Latihan Dasar PLC Gerbang Logika AND dan Gerbang Logika OR<div style="text-align: justify;">
Pada PLC dapat kita buat suatu logika gerbang dasar seperti gerbang logika AND dan gerbang logika OR. Prinsip dasar PLC sebenarnya adalah sebuah relay yang memanfaatkan <i>Normally Open</i> (NO) dan <i>Normally Closed</i> (NC). Oleh karena itu dalam pembuatan program PLC harus mengerti kapan kita menggunakan <i>Normally Open</i> dan kapan menggunakan <i>Normally Closed</i> dalam memberikan masukan pada suatu program. Sebelumnya telah dibahas tentang latihan untuk <a href="http://ari-bawono.blogspot.com/2013/03/latihan-dasar-plc-input-dan-output.html" target="_blank">membuat program input dan output</a> pada PLC. Maka kali ini akan sedikit dikembangkan lebih lanjut yaitu dengan memanfaatkan diagram ladder untuk membuat suatu gerbang logika dasar AND dan OR. </div>
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<b>1. Gerbang Logika AND</b></div>
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Untuk membuat gerbang logika AND akan menggunakan kontak masukan dengan <i>Normally Open</i> (NO) yang disusun pada model diagram ladder secara seri. Oleh karena itu silahkan buka software cx-programmer dan buatlah program baru serta lakukan penyetelan untuk simulasi agar terkoneksi dengan cx-designer. Kemudian buatlah suatu diagram ladder gerbang logika AND dengan 4 buah masukan dan sebuah keluaran untuk membuktikan bahwa keluaran akan aktif berlogika '1' jika semua masukan berlogika '1' seperti gerbang AND pada umumnya. Untuk lebih jelas perhatikan gambar berikut:</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1ujl4saHjC0FUMYoCziyQGJWs8P_MHsFzoNaYPdE-HGl_UYyNxcNaXKzqJOFNu9HJNC0BSOxmNJOXjkRVAzmRJBPb7u6hPccIYZXkH1h6GAsBaH6-OWG2jRjCcfvN1a3axVGvQzwlWXc/s1600/PLC+gerbang+AND.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="91" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1ujl4saHjC0FUMYoCziyQGJWs8P_MHsFzoNaYPdE-HGl_UYyNxcNaXKzqJOFNu9HJNC0BSOxmNJOXjkRVAzmRJBPb7u6hPccIYZXkH1h6GAsBaH6-OWG2jRjCcfvN1a3axVGvQzwlWXc/s400/PLC+gerbang+AND.jpg" width="400" /></a></div>
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Gerbang AND dengan 4 masukan.</div>
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Setelah diagram ladder selesai lakukan simulasi dengan cx-designer sehingga jalur warna hijau akan muncul. Kemudian masukkan masing masing nilai, misalnya logika '1' pada masukan 1 dan 2 seperi gambar dibawah.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrRlMEUQ6Oy9vu8aNTVfBw_Cq-Qm-yImm6ARn5Zp_vTAuR1Zc-QSHagGsgRZDx_isDnwnF_7J9t0D_i9NXgmply4kQIzxiO7_S6ZNoOEZkLcxa3pOppjD_nOnYutzG93TB3aLMnnj6b-A/s1600/PLC+gerbang+AND+set+input.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="100" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrRlMEUQ6Oy9vu8aNTVfBw_Cq-Qm-yImm6ARn5Zp_vTAuR1Zc-QSHagGsgRZDx_isDnwnF_7J9t0D_i9NXgmply4kQIzxiO7_S6ZNoOEZkLcxa3pOppjD_nOnYutzG93TB3aLMnnj6b-A/s400/PLC+gerbang+AND+set+input.jpg" width="400" /></a></div>
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Pemberian logika '1' pada masukan 1 dan 3.</div>
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Pada gambar terlihat bahwa jalur hijau belum sampai ke arah keluaran yang menandakan keluaran belum aktif. Coba berilah logika '1' pada masukan 2 dan 4, maka akan tampak bahwa jalur hijau akan sampai ke arah keluaran yang menandakan sudah aktif.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6SlUa0O9pzj7w377jXlZDisy2-UsJxK4cwZfgbp1Y4h3g2xp5WmEPXjckwYxsCsF8MEnAuL12IlLB1kUBgiw0K1qxoMjPXfTFpamUvaKH5RaE184sColHQVZmjnTkRzTkGnOb7t60VZM/s1600/PLC+gerbang+AND+hasil.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="91" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6SlUa0O9pzj7w377jXlZDisy2-UsJxK4cwZfgbp1Y4h3g2xp5WmEPXjckwYxsCsF8MEnAuL12IlLB1kUBgiw0K1qxoMjPXfTFpamUvaKH5RaE184sColHQVZmjnTkRzTkGnOb7t60VZM/s400/PLC+gerbang+AND+hasil.jpg" width="400" /></a></div>
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Hasil diagram ladder gerbang logika AND dengan 4 masukan.</div>
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Source code untuk latihan cx-programmer gerbang logika AND diatas dapat didownload <a href="http://adf.ly/KrdHo" target="_blank">disini</a>.<br />
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<b>2. Gerbang Logika OR</b></div>
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Untuk membuat gerbang logika OR juga akan menggunakan kontak masukan dengan <i>Normally
Open</i> (NO) yang disusun pada model diagram ladder secara paralel. Buatlah program baru serta
lakukan penyetelan untuk simulasi agar terkoneksi dengan cx-designer.
Kemudian buatlah suatu diagram ladder gerbang logika OR dengan 4 buah
masukan dan sebuah keluaran untuk membuktikan bahwa keluaran akan aktif
berlogika '1' jika salah satu masukan berlogika '1' seperti gerbang OR pada
umumnya. Untuk lebih jelas perhatikan gambar berikut:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgE0d4D4cZd3KnQB7ZY0pvrwngub2NmnGmlKXlL-kWKSGvkV7cJWR-MIDcsgxQZvjj7I1OSUxhcFWa-tJzc8rUiDX_LyGdHna5Vtah636OxhjxZHgYEZ1Gz775zAN6RxaG7qzvKypM9Urc/s1600/PLC+gerbang+OR.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="176" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgE0d4D4cZd3KnQB7ZY0pvrwngub2NmnGmlKXlL-kWKSGvkV7cJWR-MIDcsgxQZvjj7I1OSUxhcFWa-tJzc8rUiDX_LyGdHna5Vtah636OxhjxZHgYEZ1Gz775zAN6RxaG7qzvKypM9Urc/s400/PLC+gerbang+OR.jpg" width="400" /></a></div>
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Setelah diagram ladder selesai lakukan simulasi dengan cx-designer
sehingga jalur warna hijau akan muncul. Pada gambar dibawah ini akan terlihat bahwa jalur hijau muncul pada ujung masing-masing masukan tetapi tidak sampai melewati masukan karena semua masukan pada awalnya masih berlogika '0' dan dalam kondisi terbuka dan tidak terhubung karena memakai kontak <i>Normally Open</i> (NO) pada masukan sehingga tidak ada jalur hijau yang melewati masukan tersebut. Mungkin akan berbeda jika seumpama menggunakan kontak <i>Normally Closed</i> (NC) sebagai masukan.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj519vHqxtwRLYOaG_2sY6sCmSkDk-nzSwtdF2suZbHHOT9D75YCB3hWcEfR8iBWmz5aMjbjFXap0Cdc-wGwpeqOa_vGNEQ_EDCJYX-58pDMdHJKT5IjeVcS4yxm44egi-ew4PcsvpW95s/s1600/PLC+gerbang+OR+set+input.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="176" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj519vHqxtwRLYOaG_2sY6sCmSkDk-nzSwtdF2suZbHHOT9D75YCB3hWcEfR8iBWmz5aMjbjFXap0Cdc-wGwpeqOa_vGNEQ_EDCJYX-58pDMdHJKT5IjeVcS4yxm44egi-ew4PcsvpW95s/s400/PLC+gerbang+OR+set+input.jpg" width="400" /></a></div>
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Menjalankan simulasi pada diagram ladder gerbang OR</div>
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Kemudian masukkan salah satu nilai pada masukan, misalnya logika '1' pada masukan 1 seperi gambar dibawah. Maka pemberian nilai logika '1' pada salah satu masukan akan membuat keluaran juga aktif dan berlogika '1' yang ditandai dengan jalur hijau yang melewati keluaran akibat masukan 1 terhubung karena logika '1'. Hal tersebut terbukti bahwa gerbang logika dengan diagram ladder tersebut adalah gerbang logika OR.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIclpWI-lnD06bProDhcGHcRy2TcDl4WmF_kRrM2lx4H2F9edJRnq2RA0hlbneYuT1Y9zMAaDUiXWJXFCoHItoaOVkQKCyA-aZjHY5CpKuLdjAaZbVOH7k5ZGXIR2o0Iw41W5HN2wkYJA/s1600/PLC+gerbang+OR+hasil.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="173" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIclpWI-lnD06bProDhcGHcRy2TcDl4WmF_kRrM2lx4H2F9edJRnq2RA0hlbneYuT1Y9zMAaDUiXWJXFCoHItoaOVkQKCyA-aZjHY5CpKuLdjAaZbVOH7k5ZGXIR2o0Iw41W5HN2wkYJA/s400/PLC+gerbang+OR+hasil.jpg" width="400" /></a></div>
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Hasil diagram ladder gerbang logika OR dengan 4 masukan.<br />
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Source code untuk latihan cx-programmer gerbang logika OR diatas dapat didownload <a href="http://adf.ly/KrdSL" target="_blank">disini</a>.</div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-10066480049113741.post-61454019950365577502013-03-14T21:01:00.004+07:002013-09-18T12:08:42.554+07:00Latihan Dasar PLC Input dan Output<div style="text-align: justify;">
PLC merupakan salah satu perangkat yang paling berperan penting dalam dunia industri dan sudah menjadi standar dalam menjalankan perangkat-perangkat ataupun kontrol instrumen dalam industri. Selain mudah dalam instalasi, PLC juga terkenal lebih stabil karena PLC merupakan perangkat kontrol yang sudah terintegrasi berupa suatu modul I/O (input dan output). Pada PLC tiap seri memiliki jumlah I/O yang berbeda pula tergantung dengan kebutuhan.<br />
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Pada kali ini akan dibahas mengenai konsep dasar dalam pengoperasian sebuah PLC menggunakan software cx-programmer. Sebuah program untuk menjalankan PLC dapat dibuat menggunakan cx-programmer dengan bantuan diagram ladder atau diagram tangga. Sehingga agar dapat menggunakan cx-programmer harus menguasai terlebih dahulu tentang diagram ladder. Bagi yang belum mengerti dapat dibaca terlebih dahulu artikel sebelumnya tentang pengenalan PLC.</div>
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Software cx-programmer untuk menjalankan hasil dari program yang telah dibuat harus terkoneksi dengan modul perangkat PLC setelah dilakukan compile program, karena program harus diisikan terlebih dahulu ke dalam PLC (<i>transfer to PLC</i>) sehingga alur program yang telah dibuat akan ditandai dengan suatu jalur yang berwarna hijau jika program diagram ladder dijalankan dengan terkoneksi PLC (pada mode PLC <i>on-line</i>) Namun jika tidak memiliki perangkat modul PLC yang akan dipakai dapat pula dilakukan melalui simulasi dengan cx-designer. Mungkin bagi yang belum mengenal lebih dalam tentang cx-programmer akan bingung, karena sebenarnya cx-programmer merupakan bagian dari suatu software yang dinamakan cx-one. Jadi cx-programmer merupakan bagian kecil dari cx-one yang didalamnya masih tersimpan fitur-fitur pendukung lain seperti cx-designer, cx-simulator, cx-motion, cx-proces tool dan sebagainya. Akan tetapi cx-programmer dapat di-instal terpisah dari cx-one jika tidak memerlukan suatu simulasi program diagram ladder, untuk lebih jelas dapat dilihat gambar dibawah ini. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhElVLniGH8ris7zRcJ6AxBxW7nMLNvmm78cl2E6WrHd-3rcbPubsKPFPlrLZWo1Y20o6oApLUqV1l2pUaMEk3ZBEXUexy-eIeWTCczrey0mPPPoTqqBkivsCOd7yOcdfeUnwwsY_ajloA/s1600/cx-one.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhElVLniGH8ris7zRcJ6AxBxW7nMLNvmm78cl2E6WrHd-3rcbPubsKPFPlrLZWo1Y20o6oApLUqV1l2pUaMEk3ZBEXUexy-eIeWTCczrey0mPPPoTqqBkivsCOd7yOcdfeUnwwsY_ajloA/s1600/cx-one.jpg" width="172" /></a></div>
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Pada cx-programmer dapat terlihat tool dan icon shortcut yang dapat memudahkan dalam penggunaan software tersebut. Sehingga saat pengoperasian suatu program akan sangat membantu dan mempercepat jalannya program dengan memanfaatkan tool dan icon yang tersedia dalam lembar kerja.</div>
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Untuk memulai latihan buatlah suatu project baru dengan cx-programmer. Pada pilihan modul PLC gunakan tipe CJ1M sehingga nantinya dapat kita lihat hasilnya melalui simulasi yang terintegrasi dengan cx-designer. Perhatikan gambar pada lembar kerja bagian kiri dan pastikan muncul beberapa label seperti gambar berikut: </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjczf_RMZITcO9zk22FTuHGBIZVQTTy6EeISDJ4iOojhH6WIpjleSqL2KUI18FSenGeVu6rb6h3cF8u8kiJVyJfFJ03zzOiY-Z7F5Z3pXjl4JsjwDGNUFEK1broFN5hs0fNbzCWOpBedDw/s1600/PLC+project.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjczf_RMZITcO9zk22FTuHGBIZVQTTy6EeISDJ4iOojhH6WIpjleSqL2KUI18FSenGeVu6rb6h3cF8u8kiJVyJfFJ03zzOiY-Z7F5Z3pXjl4JsjwDGNUFEK1broFN5hs0fNbzCWOpBedDw/s1600/PLC+project.jpg" width="193" /> </a></div>
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Kemudian buatlah diagram ladder masukan dan keluaran seperti pada gambar berikut:</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilfLfMrapAOXFwimAwiigrAx-S1BSnYFO-tvHvKgCZy2H2Gdy2fF7e0GcPYGJHmKiH4Fv_EQCJ34uTUyH84arB-HLielqBDWqHA69jhx7R9eU3eSEHha5kRNjvMIgfhq-254G4oukGjpg/s1600/PLC+coba+input+output.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="117" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilfLfMrapAOXFwimAwiigrAx-S1BSnYFO-tvHvKgCZy2H2Gdy2fF7e0GcPYGJHmKiH4Fv_EQCJ34uTUyH84arB-HLielqBDWqHA69jhx7R9eU3eSEHha5kRNjvMIgfhq-254G4oukGjpg/s400/PLC+coba+input+output.jpg" width="400" /></a></div>
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Setelah diagram ladder selesai dibuat, coba cek dengan complile program untuk mengetahui apakah ada kesalahan atau tidak. Jika tidak ada lagi kesalahan atau error maka bila ingin mencoba simulasi hasil program diagram ladder, lanjutkan dengan melakukan penyetelan pada PLC agar dapat terintegrasi dengan cx-designer. Pastikan bahwa anda telah membuat file baru pada cx-designer dan disimpan dalam suatu tempat, karena anda akan melakukan koneksi antara cx-programmer dan cx-designer. Pada daftar project pilihlah <i>I/O Table and Unit Setup</i>, klik maka akan muncul tabel I/O untuk PLC. Lanjutkan dengan memilih <i>main rack</i> kemudian klik <i>00 [0000] Empty Slot</i>. Pilih tipe PLC yang sesuai atau dapat pula gunakan tipe CJ1W-1A201(AC Input Unit) dan perhatikan keterangan dibawahnya.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgM80uRofqrnWMHpmmKzgRTGqwUI0sYOpzzbyc6JIQcBYsaOTLJqQQykrgwFCZL_QbCjVSoxqGlWn3KzF69izhyphenhyphenT9rdRz4mjPH4j3HkC89TeJfzOdU1-Ui1WekZTSqGcOwqNZCnLfm1iis/s1600/PLC+io+tabel.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgM80uRofqrnWMHpmmKzgRTGqwUI0sYOpzzbyc6JIQcBYsaOTLJqQQykrgwFCZL_QbCjVSoxqGlWn3KzF69izhyphenhyphenT9rdRz4mjPH4j3HkC89TeJfzOdU1-Ui1WekZTSqGcOwqNZCnLfm1iis/s1600/PLC+io+tabel.jpg" /></a></div>
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Gambar <i>main rack</i> pada tabel I/O PLC</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVKrnx3YQjeLTUr58GSBSzRXjawflF_BHudyj5RrVV3lufC9sDHXKL-C0E1kp96llAgQDxKSg3yG-rQA4ugf4C7WV5jThRUvDYKy2T8fIgwWhHkhMwdQbc5V-UJPKAH6jOxDkV8Ak3vVc/s1600/PLC+select+unit.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVKrnx3YQjeLTUr58GSBSzRXjawflF_BHudyj5RrVV3lufC9sDHXKL-C0E1kp96llAgQDxKSg3yG-rQA4ugf4C7WV5jThRUvDYKy2T8fIgwWhHkhMwdQbc5V-UJPKAH6jOxDkV8Ak3vVc/s1600/PLC+select+unit.jpg" width="225" /></a></div>
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Daftar PLC basic I/O</div>
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Jika semua penyetelan telah dilakukan maka silahkan lakukan simulasi dengan menekan tombol icon shortcut <i>Start PLC-PT Integrated</i> Simulation atau dapat pilih menu <i>simulation</i>. Setelah proses berjalan maka jalur hijau akan muncul pada diagram ladder yang menunjukkan jalannya alur program seperti gambar berikut.<br />
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Alur simulasi program</div>
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Untuk melihat hasil keluaran maka klik pada icon masukan sehingga akan muncul daftar yang digunakan untuk memberikan logika '1' atau '0'. Isilah daftar <i>value</i> dengan angka '1' kemudian tekanset.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwPyJoVjvfFIzBkqcUtvV8eHskinDjpH82yd2s4Q8G9WLY0LQ0xWoPsK89W2UmNCJl_EloItB7uXo2RXxqY34RoRSlEL3UA40b74ugK2tatUbrdRn3uLmSpz5twNXSSwtX1DjQg12dA-E/s1600/PLC+input+output+set+value.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="215" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwPyJoVjvfFIzBkqcUtvV8eHskinDjpH82yd2s4Q8G9WLY0LQ0xWoPsK89W2UmNCJl_EloItB7uXo2RXxqY34RoRSlEL3UA40b74ugK2tatUbrdRn3uLmSpz5twNXSSwtX1DjQg12dA-E/s400/PLC+input+output+set+value.jpg" width="400" /></a></div>
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Pemberian nilai logika pada masukan</div>
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Maka hasil akhir akan terlihat jalur warna hijau akan tersambung sampai ke keluaran yang berarti hasil keluaran telah sesuai dengan alur diagram ladder yang dibuat yaitu keluaran akan berlogika '1' jika masukan berlogika '1'.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCA2gEB1tWIX9MELLOtyctBKgC90CIO_pUNDMhB7EOazt0MuH2BUyVNnI7fcqRM_CF88ODhoYadTLt31A5USn4l7iu1LFRVUfpzZc51ezdb_HPj3WT60xks6veEKsK2G_yPU47BHnJyXo/s1600/PLC+input+output+hasil.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="116" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCA2gEB1tWIX9MELLOtyctBKgC90CIO_pUNDMhB7EOazt0MuH2BUyVNnI7fcqRM_CF88ODhoYadTLt31A5USn4l7iu1LFRVUfpzZc51ezdb_HPj3WT60xks6veEKsK2G_yPU47BHnJyXo/s400/PLC+input+output+hasil.jpg" width="400" /></a></div>
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Hasil program input dan output</div>
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Untuk mencoba source code latihan input dan output PLC dengan cx-programmer dapat didownload <a href="http://adf.ly/KrNzy" target="_blank">disini</a>.</div>
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