tag:blogger.com,1999:blog-40730828997413716832024-02-06T18:31:35.733-08:00Welcome To Free Blogging.::. Welcome To This Blog .::. Join with me .::. Enjoy it .::.Angga Krisdanielhttp://www.blogger.com/profile/02019332173156771000noreply@blogger.comBlogger13125tag:blogger.com,1999:blog-4073082899741371683.post-80010567372201569382013-08-21T08:00:00.000-07:002013-08-26T00:29:15.063-07:00Alur Permohonan Pasang Baru Dan Perubahan Daya Listrik PLN<div style="text-align: justify;">
Untuk kali saya akan memberikan informasi untuk masyarakat tentang bagaimana langkah-langkah untuk melakukan pemasangan baru dan perubahan daya pada PT. PLN (PERSERO) Area Situbondo.</div>
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Silakan Klik Gambar dibawah ini untuk melihat alurnya.</div>
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Terimakasih, semoga postingan ini bermanfaat bagi kita semua. :)</div>
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<br /></div>Angga Krisdanielhttp://www.blogger.com/profile/02019332173156771000noreply@blogger.com0tag:blogger.com,1999:blog-4073082899741371683.post-45341199089579567382012-03-15T06:48:00.007-07:002012-03-19T17:42:38.283-07:00Membuat Aplikasi J2ME dengan 2 Output ( String Item Dan TextBox )<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgo8QayYhOXbBZoq6M2K7ZongKWMVhq6eLHHfPV8LGgfzIwmemaL5qyemTruxBQ0p5lKpA5mtAy27GYxLkF707JkjdvHMD7mRM-7wRgB9_RSHMu6cxVI-B-3etwsp3snKefqjxSff2UvhRA/s1600/out1.PNG" 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/AVvXsEgo8QayYhOXbBZoq6M2K7ZongKWMVhq6eLHHfPV8LGgfzIwmemaL5qyemTruxBQ0p5lKpA5mtAy27GYxLkF707JkjdvHMD7mRM-7wRgB9_RSHMu6cxVI-B-3etwsp3snKefqjxSff2UvhRA/s200/out1.PNG" width="133" /></a> Untuk kali ini saya akan membahas masalah yang sama dengan yang sebelumnya, bedanya dengan tugas yang sebelumnya adalah untuk outputnya ada 2 keluaran. Program ini di buat dengan membuat banyak class di dalam satu package, untuk langkah-langkahnya sama dengan tugas sebelumnya, cuma untuk yang iini, pada class packagenya harus membuat banyak class.<br />
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akan saya jelaskan cara membuatnya :<br />
<ol><li>pertama anda harus membuat projectnya.</li>
<li>jika sudah anda buat class pertamanya. misalkan dengan nama input, lalu masukkan script di bawah ini:</li>
</ol><div><span class="Apple-style-span" style="color: lime;">/*</span></div><div><div><span class="Apple-style-span" style="color: lime;"> * To change this template, choose Tools | Templates</span></div><div><span class="Apple-style-span" style="color: lime;"> * and open the template in the editor.</span></div><div><span class="Apple-style-span" style="color: lime;"> */</span><br />
<span class="Apple-style-span" style="color: lime;"><br />
</span></div><div><span class="Apple-style-span" style="color: lime;">package prak2;</span></div><div><span class="Apple-style-span" style="color: lime;"><br />
</span></div><div><span class="Apple-style-span" style="color: lime;">import javax.microedition.lcdui.*;</span></div><div><span class="Apple-style-span" style="color: lime;"><br />
</span></div><div><span class="Apple-style-span" style="color: lime;">/**</span></div><div><span class="Apple-style-span" style="color: lime;"> *</span></div><div><span class="Apple-style-span" style="color: lime;"> * @author DANIEL</span></div><div><span class="Apple-style-span" style="color: lime;"> */</span></div><div><span class="Apple-style-span" style="color: lime;">public class input extends Form {</span></div><div><span class="Apple-style-span" style="color: lime;"><br />
</span></div><div><span class="Apple-style-span" style="color: lime;"> private TextField tfnama, tfemail;</span></div><div><span class="Apple-style-span" style="color: lime;"><br />
</span></div><div><span class="Apple-style-span" style="color: lime;"> public input (){</span></div><div><span class="Apple-style-span" style="color: lime;"> super("input data");</span></div><div><span class="Apple-style-span" style="color: lime;"> tfnama = new TextField("Nama", null, 30,TextField.ANY);</span></div><div><span class="Apple-style-span" style="color: lime;"> tfemail = new TextField("Emaile", null, 30, TextField.EMAILADDR);</span></div><div><span class="Apple-style-span" style="color: lime;"> append(tfnama);</span></div><div><span class="Apple-style-span" style="color: lime;"> append(tfemail);</span></div><div><span class="Apple-style-span" style="color: lime;"><br />
</span></div><div><span class="Apple-style-span" style="color: lime;"> }</span><br />
<span class="Apple-style-span" style="color: lime;"><br />
</span></div><div><span class="Apple-style-span" style="color: lime;"> public String getNama (){</span></div><div><span class="Apple-style-span" style="color: lime;"> return tfnama.getString();</span></div><div><span class="Apple-style-span" style="color: lime;"> }</span></div><div><span class="Apple-style-span" style="color: lime;"> public String getEmaile(){</span></div><div><span class="Apple-style-span" style="color: lime;"> return tfemail.getString();</span></div><div><span class="Apple-style-span" style="color: lime;"> }</span></div><div><span class="Apple-style-span" style="color: lime;"><br />
</span></div><div><span class="Apple-style-span" style="color: lime;">}</span></div></div><div></div><div> 3. setelah selesai anda buat class yang kedua dengan nama show1, lalu masukkan scriptnya :</div><div><br />
</div><div><div>/<span class="Apple-style-span" style="color: lime;">*</span></div><div><span class="Apple-style-span" style="color: lime;"> * To change this template, choose Tools | Templates</span></div><div><span class="Apple-style-span" style="color: lime;"> * and open the template in the editor.</span></div><div><span class="Apple-style-span" style="color: lime;"> */</span></div><div><span class="Apple-style-span" style="color: lime;"><br />
</span></div><div><span class="Apple-style-span" style="color: lime;">package prak2;</span></div><div><span class="Apple-style-span" style="color: lime;"><br />
</span></div><div><span class="Apple-style-span" style="color: lime;">import javax.microedition.lcdui.*;</span></div><div><span class="Apple-style-span" style="color: lime;">/**</span></div><div><span class="Apple-style-span" style="color: lime;"> *</span></div><div><span class="Apple-style-span" style="color: lime;"> * @author DANIEL</span></div><div><span class="Apple-style-span" style="color: lime;"> */</span></div><div><span class="Apple-style-span" style="color: lime;">public class show1 extends Form {</span></div><div><span class="Apple-style-span" style="color: lime;"> private StringItem stnama, stemail;</span></div><div><span class="Apple-style-span" style="color: lime;"><br />
</span></div><div><span class="Apple-style-span" style="color: lime;"> public show1 () {</span></div><div><span class="Apple-style-span" style="color: lime;"> super("Show 1");</span></div><div><span class="Apple-style-span" style="color: lime;"> stnama = new StringItem("Nama : \t", null);</span></div><div><span class="Apple-style-span" style="color: lime;"> stemail = new StringItem("Emaile : \t", null);</span></div><div><span class="Apple-style-span" style="color: lime;"> append(stnama);</span></div><div><span class="Apple-style-span" style="color: lime;"> append(stemail);</span></div><div><span class="Apple-style-span" style="color: lime;"> }</span></div><div><span class="Apple-style-span" style="color: lime;"><br />
</span></div><div><span class="Apple-style-span" style="color: lime;"> public void setNama (String Nama){</span></div><div><span class="Apple-style-span" style="color: lime;"> stnama.setText(Nama);</span></div><div><span class="Apple-style-span" style="color: lime;"> }</span></div><div><span class="Apple-style-span" style="color: lime;"><br />
</span></div><div><span class="Apple-style-span" style="color: lime;"> public void setEmaile (String Emaile){</span></div><div><span class="Apple-style-span" style="color: lime;"> stemail.setText(Emaile);</span></div><div><span class="Apple-style-span" style="color: lime;"> }</span></div><div><span class="Apple-style-span" style="color: lime;">}</span></div></div><div><br />
</div><div> 4. lalu anda buat lagi class yang ketiga dengan nama show2. masukkan scriptnya :</div><div><br />
</div><div><div><div><span class="Apple-style-span" style="color: lime;">/*</span></div><div><span class="Apple-style-span" style="color: lime;"> * To change this template, choose Tools | Templates</span></div><div><span class="Apple-style-span" style="color: lime;"> * and open the template in the editor.</span></div><div><span class="Apple-style-span" style="color: lime;"> */</span></div><div><span class="Apple-style-span" style="color: lime;"><br />
</span></div><div><span class="Apple-style-span" style="color: lime;">package prak2;</span></div><div><span class="Apple-style-span" style="color: lime;"><br />
</span></div><div><span class="Apple-style-span" style="color: lime;">import javax.microedition.lcdui.*;</span></div><div><span class="Apple-style-span" style="color: lime;"><br />
</span></div><div><span class="Apple-style-span" style="color: lime;">/**</span></div><div><span class="Apple-style-span" style="color: lime;"> *</span></div><div><span class="Apple-style-span" style="color: lime;"> * @author DANIEL</span></div><div><span class="Apple-style-span" style="color: lime;"> */</span></div><div><span class="Apple-style-span" style="color: lime;">public class show2 extends TextBox {</span></div><div><span class="Apple-style-span" style="color: lime;"><br />
</span></div><div><span class="Apple-style-span" style="color: lime;"> public show2 (){</span></div><div><span class="Apple-style-span" style="color: lime;"> super("Tampilan Textbox", null, 50, 0);</span></div><div><span class="Apple-style-span" style="color: lime;"> }</span></div><div><span class="Apple-style-span" style="color: lime;"><br />
</span></div><div><span class="Apple-style-span" style="color: lime;"> public void setTextbox (String textbox){</span></div><div><span class="Apple-style-span" style="color: lime;"> this.setString(textbox);</span></div><div><span class="Apple-style-span" style="color: lime;"> }</span></div><div><span class="Apple-style-span" style="color: lime;"><br />
</span></div><div><span class="Apple-style-span" style="color: lime;">}</span></div></div></div><div><br />
</div><div> 5. buat class yang terakhir dengan nama cobaMidlet, lalu masukkan scriptnya :</div><div><br />
</div><div><div>/<span class="Apple-style-span" style="color: lime;">*</span></div><div><span class="Apple-style-span" style="color: lime;"> * To change this template, choose Tools | Templates</span></div><div><span class="Apple-style-span" style="color: lime;"> * and open the template in the editor.</span></div><div><span class="Apple-style-span" style="color: lime;"> */</span></div><div><span class="Apple-style-span" style="color: lime;"><br />
</span></div><div><span class="Apple-style-span" style="color: lime;">package prak2;</span></div><div><span class="Apple-style-span" style="color: lime;"><br />
</span></div><div><span class="Apple-style-span" style="color: lime;">import javax.microedition.lcdui.*;</span></div><div><span class="Apple-style-span" style="color: lime;">import javax.microedition.midlet.*;</span></div><div><span class="Apple-style-span" style="color: lime;"><br />
</span></div><div><span class="Apple-style-span" style="color: lime;">/**</span></div><div><span class="Apple-style-span" style="color: lime;"> * @author DANIEL</span></div><div><span class="Apple-style-span" style="color: lime;"> */</span></div><div><span class="Apple-style-span" style="color: lime;">public class cobaMidlet extends MIDlet implements CommandListener {</span></div><div><span class="Apple-style-span" style="color: lime;"><br />
</span></div><div><span class="Apple-style-span" style="color: lime;"> private input frminput;</span></div><div><span class="Apple-style-span" style="color: lime;"> private show1 frmshow1;</span></div><div><span class="Apple-style-span" style="color: lime;"> private show2 frmshow2;</span></div><div><span class="Apple-style-span" style="color: lime;"><br />
</span></div><div><span class="Apple-style-span" style="color: lime;"> private Command cmexit, cmshow1, cmshow2, cmback;</span></div><div><span class="Apple-style-span" style="color: lime;"> public void startApp() {</span></div><div><span class="Apple-style-span" style="color: lime;"> if (frminput == null )</span></div><div><span class="Apple-style-span" style="color: lime;"> frminput = new input();</span></div><div><span class="Apple-style-span" style="color: lime;"> if (frmshow1 == null)</span></div><div><span class="Apple-style-span" style="color: lime;"> frmshow1 = new show1();</span></div><div><span class="Apple-style-span" style="color: lime;"> if (frmshow2 == null)</span></div><div><span class="Apple-style-span" style="color: lime;"> frmshow2 = new show2();</span></div><div><span class="Apple-style-span" style="color: lime;"> </span></div><div><span class="Apple-style-span" style="color: lime;"> cmback = new Command("kembali", Command.BACK, 0);</span></div><div><span class="Apple-style-span" style="color: lime;"> cmexit = new Command("keluar", Command.EXIT, 0);</span></div><div><span class="Apple-style-span" style="color: lime;"> cmshow1 = new Command("show1", Command.OK, 0);</span></div><div><span class="Apple-style-span" style="color: lime;"> cmshow2 = new Command("show2", Command.OK, 1);</span></div><div><span class="Apple-style-span" style="color: lime;"> </span></div><div><span class="Apple-style-span" style="color: lime;"> frminput.addCommand(cmexit);</span></div><div><span class="Apple-style-span" style="color: lime;"> frminput.addCommand(cmshow1);</span></div><div><span class="Apple-style-span" style="color: lime;"> frminput.addCommand(cmshow2);</span></div><div><span class="Apple-style-span" style="color: lime;"> </span></div><div><span class="Apple-style-span" style="color: lime;"> frmshow1.addCommand(cmback);</span></div><div><span class="Apple-style-span" style="color: lime;"> frmshow2.addCommand(cmback);</span></div><div><span class="Apple-style-span" style="color: lime;"> </span></div><div><span class="Apple-style-span" style="color: lime;"> frminput.setCommandListener(this);</span></div><div><span class="Apple-style-span" style="color: lime;"> frmshow1.setCommandListener(this);</span></div><div><span class="Apple-style-span" style="color: lime;"> frmshow2.setCommandListener(this);</span></div><div><span class="Apple-style-span" style="color: lime;"> </span></div><div><span class="Apple-style-span" style="color: lime;"> Display.getDisplay(this).setCurrent(frminput);</span></div><div><span class="Apple-style-span" style="color: lime;"><br />
</span></div><div><span class="Apple-style-span" style="color: lime;"> }</span></div><div><span class="Apple-style-span" style="color: lime;"><br />
</span></div><div><span class="Apple-style-span" style="color: lime;"> public void pauseApp() {</span></div><div><span class="Apple-style-span" style="color: lime;"> }</span></div><div><span class="Apple-style-span" style="color: lime;"><br />
</span></div><div><span class="Apple-style-span" style="color: lime;"> public void destroyApp(boolean unconditional) {</span></div><div><span class="Apple-style-span" style="color: lime;"> }</span></div><div><span class="Apple-style-span" style="color: lime;"><br />
</span></div><div><span class="Apple-style-span" style="color: lime;"> public void commandAction(Command c, Displayable d) {</span></div><div><span class="Apple-style-span" style="color: lime;"> if (d==frminput){</span></div><div><span class="Apple-style-span" style="color: lime;"> if (c==cmexit){</span></div><div><span class="Apple-style-span" style="color: lime;"> destroyApp(true);</span></div><div><span class="Apple-style-span" style="color: lime;"> notifyDestroyed();</span></div><div><span class="Apple-style-span" style="color: lime;"> }</span></div><div><span class="Apple-style-span" style="color: lime;"> if (c==cmshow1){</span></div><div><span class="Apple-style-span" style="color: lime;"> frmshow1.setNama(frminput.getNama());</span></div><div><span class="Apple-style-span" style="color: lime;"> frmshow1.setEmaile(frminput.getEmaile());</span></div><div><span class="Apple-style-span" style="color: lime;"> Display.getDisplay(this).setCurrent(frmshow1);</span></div><div><span class="Apple-style-span" style="color: lime;"> }</span></div><div><span class="Apple-style-span" style="color: lime;"> if (c==cmshow2){</span></div><div><span class="Apple-style-span" style="color: lime;"> frmshow2.setTextbox(frminput.getNama() + "\n"+ frminput.getEmaile());</span></div><div><span class="Apple-style-span" style="color: lime;"> Display.getDisplay(this).setCurrent(frmshow2);</span></div><div><span class="Apple-style-span" style="color: lime;"> }</span></div><div><span class="Apple-style-span" style="color: lime;"> }</span></div><div><span class="Apple-style-span" style="color: lime;"> if (d==frmshow1){</span></div><div><span class="Apple-style-span" style="color: lime;"> if (c==cmback){</span></div><div><span class="Apple-style-span" style="color: lime;"> Display.getDisplay(this).setCurrent(frminput);</span></div><div><span class="Apple-style-span" style="color: lime;"> }</span></div><div><span class="Apple-style-span" style="color: lime;"> }</span></div><div><span class="Apple-style-span" style="color: lime;"> if (d==frmshow2){</span></div><div><span class="Apple-style-span" style="color: lime;"> if (c==cmback){</span></div><div><span class="Apple-style-span" style="color: lime;"> Display.getDisplay(this).setCurrent(frminput);</span></div><div><span class="Apple-style-span" style="color: lime;"> }</span></div><div><span class="Apple-style-span" style="color: lime;"> }</span></div><div><span class="Apple-style-span" style="color: lime;"> }</span></div><div><span class="Apple-style-span" style="color: lime;">}</span></div></div><div><br />
</div><div>untuk outputnya seperti gambar dii bawah ini :</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_Fpb0JXpC0_cWky5WWuuqXRn5VdOmwro6VoIPBlLh-bAidPIFdxpm3m5dmk-JUujTz6RyvCGFqCQ48DqelqvUw5CNUpAcJ_q20Ramo8-Fpt2ih5U9zXsXZUi70qcqHwH0q1gFuWtQrntw/s1600/awal.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_Fpb0JXpC0_cWky5WWuuqXRn5VdOmwro6VoIPBlLh-bAidPIFdxpm3m5dmk-JUujTz6RyvCGFqCQ48DqelqvUw5CNUpAcJ_q20Ramo8-Fpt2ih5U9zXsXZUi70qcqHwH0q1gFuWtQrntw/s320/awal.PNG" width="214" /></a></div><div class="separator" style="clear: both; text-align: left;"><br />
</div><div class="separator" style="clear: both; text-align: left;">jika di tekan menu maka ada 2 pilihan, pilihan untuk menampilkan tampila pertama seperti di bawah ini :</div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgo8QayYhOXbBZoq6M2K7ZongKWMVhq6eLHHfPV8LGgfzIwmemaL5qyemTruxBQ0p5lKpA5mtAy27GYxLkF707JkjdvHMD7mRM-7wRgB9_RSHMu6cxVI-B-3etwsp3snKefqjxSff2UvhRA/s1600/out1.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgo8QayYhOXbBZoq6M2K7ZongKWMVhq6eLHHfPV8LGgfzIwmemaL5qyemTruxBQ0p5lKpA5mtAy27GYxLkF707JkjdvHMD7mRM-7wRgB9_RSHMu6cxVI-B-3etwsp3snKefqjxSff2UvhRA/s320/out1.PNG" width="214" /></a></div><div class="separator" style="clear: both; text-align: left;"><br />
</div><div class="separator" style="clear: both; text-align: left;">dan jika di tekan show2 maka akan tampil seperti gambar di bawah ini.</div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-SgrJVNgJQ6YO26Mxy7lt7ZjvwN-QXQBWmzMehgkgHKpaOPeit9rz6_u-L1QR07vYfhLMd7Ds4Qa-DlyjklvRAAWumxk006-bNpof__neRKgWtFHHj-SqeINuwCQu6JZbu8muEiDrMLOX/s1600/out2.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-SgrJVNgJQ6YO26Mxy7lt7ZjvwN-QXQBWmzMehgkgHKpaOPeit9rz6_u-L1QR07vYfhLMd7Ds4Qa-DlyjklvRAAWumxk006-bNpof__neRKgWtFHHj-SqeINuwCQu6JZbu8muEiDrMLOX/s320/out2.PNG" width="213" /></a></div><div><br />
</div><div>nah,, demikian cara untuk membuat aplikasinya. semoga bermanfaat.</div><div><br />
</div><div><br />
</div><div><br />
</div><div><br />
</div><div><br />
</div>Angga Krisdanielhttp://www.blogger.com/profile/02019332173156771000noreply@blogger.com0tag:blogger.com,1999:blog-4073082899741371683.post-44595281248377421962012-03-04T21:15:00.000-08:002012-03-04T21:15:03.689-08:00Teknik Pengkabelan Straight Dan CrossSetelah kita tahu peralatan yang digunakan dalam acara pengkabelan, sekarang waktunya kita menuju ke TKP ( teknik pengkabelan ) straight dan cross. di bawah ini akan di bahas pengertian dan cara-cara dalam teknik pengkabelan straigth dan cross.<br />
<br />
<i><b>1.Kabel Straight</b></i><br />
<br />
Kabel straight adalah istilah untuk kabel yang menggunakan standar yang sama pada kedua ujung kabelnya, bisa EIA/TIA 568A atau EIA/TIA 568B pada kedua ujung kabel. Sederhananya, urutan warna pada kedua ujung kabel sama. Pada kabel straight, pin 1 di salah satu ujung kabel terhubung ke pin 1 pada ujung lainnya, pin 2 terhubung ke pin 2 di ujung lainnya, dan seterusnya.<br />
Jadi, ketika PC mengirim data pada pin 1 dan 2 lewat kabel straight ke Switch, Switch menerima data pada pin 1 dan 2. Nah, karena pin 1 dan 2 pada switch tidak akan digunakan untuk mengirim data sebagaimana halnya pin 1 dan 2 pada PC, maka Switch menggunakan pin 3 dan 6 untuk mengirim data ke PC, karena PC menerima data pada pin 3 dan 6.<br />
<br />
<b>Penggunaan kabel straight :</b><br />
<ul><li> menghubungkan komputer ke port biasa di Switch.</li>
</ul><ul><li> menghubungkan komputer ke port LAN modem cable/DSL.</li>
</ul><ul><li> menghubungkan port WAN router ke port LAN modem cable/DSL.</li>
</ul><ul><li> menghubungkan port LAN router ke port uplink di Switch.</li>
</ul><ul><li> menghubungkan 2 HUB/Switch dengan salah satu HUB/Switch menggunakan port uplink dan yang lainnya menggunakan port biasa .</li>
</ul><br />
<br />
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Konfigurasi warnanya adalah sebagai berikut :</span></div><ol start="1" type="1"><li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Putih Orange</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Orange</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Putih Hijau</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Biru</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Putih Biru</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Hijau</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Putih Coklat</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Coklat</span></li>
</ol><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> untuk lebih jelasnya adalah sebagia berikut:</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><br />
</div><div class="MsoNormal" style="line-height: normal;"></div><div class="MsoNormal" style="line-height: normal;"></div><div class="MsoNormal" style="line-height: normal;"></div><div class="MsoNormal" style="line-height: normal;"></div><div class="MsoNormal" style="line-height: normal;"></div><div class="MsoNormal" style="line-height: normal;"></div><div class="MsoNormal" style="line-height: normal;"></div><div class="MsoNormal" style="line-height: normal;"></div><div class="MsoNormal" style="line-height: normal;"></div><div class="MsoNormal" style="line-height: normal;"></div><div class="MsoNormal" style="line-height: normal;"><img alt="" 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" /> </div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><i><b>2. Kabel Cross </b></i></div><div class="MsoNormal" style="line-height: normal;"><br />
</div>Kabel crossover menggunakan EIA/TIA 568A pada salah satu ujung kabelnya dan EIA/TIA 568B pada ujung kabel lainnya. Untuk mengenali sebuah kabel apakah crossover ataupun straight adalah dengan hanya melihat salah satu ujung kabel. Jika urutan warna kabel pada pin 1 adalah Putih Hijau, maka kabel tersebut adalah kabel crossover (padahal jika ujung yang satunya lagi juga memiliki urutan warna yang sama yaitu Putih Hijau sebagai pin 1, maka kabel tersebut adalah kabel Straight). Tapi untungnya, kebanyakan kabel menggunakan standar EIA/TIA 568B pada kedua ujung kabelnya.<br />
<br />
<b>Penggunaan kabel crossover :</b><br />
<ul><li> menghubungkan 2 buah komputer secara langsung</li>
</ul><ul><li> menghubungkan 2 buah HUB/Switch menggunakan port biasa diantara kedua HUB/Switch.</li>
</ul><ul><li> menghubungkan komputer ke port uplink Switch</li>
</ul><ul><li> menghubungkan port LAN router ke port biasa di HUB/Switch</li>
</ul>Konfigurasi Cross :<br />
Pada kabel cross ini urutan warna pada ujung kabel berbeda seperti di jelaskan di bawah ini :<br />
<br />
Ujung kabel 1 <br />
<ol><li>Putih Orange</li>
<li>Orang</li>
<li>Putih hijau</li>
<li>Biru</li>
<li>Putih biru</li>
<li>Hijau</li>
<li>Putih coklat</li>
<li>Coklat</li>
</ol>Ujung kabel 2 <br />
<ol><li>Putih hijau</li>
<li>Hijau</li>
<li>Putih orang</li>
<li>Biru</li>
<li>Putih biru</li>
<li>Orang</li>
<li>Putih coklat</li>
<li>Coklat </li>
</ol>untuk lebih jelasnya seperti gambar di bawah ini :<br />
<br />
<img alt="" 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" /><br />
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demikian olah tkp dalam jaringan. Untuk peralatan yang di butuhkan ada <a href="http://belajarprogvis92.blogspot.com/2012/03/peralatan-dalam-teknik-pengkabelan.html">di sini</a>. semoga bermanfaat dalam belajar anda dan selamat mencoba.Angga Krisdanielhttp://www.blogger.com/profile/02019332173156771000noreply@blogger.com9tag:blogger.com,1999:blog-4073082899741371683.post-83542459245881102672012-03-04T20:38:00.001-08:002012-03-04T21:12:55.733-08:00Peralatan Dalam Teknik PengkabelanPada saat anda belajar jaringan, anda juga dituntut untuk bisa pengakabelan. Pada pengkabelan ini anda harus bisa menyusun sebuah kabel UTP. <b>UTP</b> singkatan dari<span id="more-475"></span> <i>Unshielded Twisted Pair;</i> disebut <i>unshielded</i> karena kurang tahan terhadap interferensi elektromagnetik. Dan disebut <i>twisted pair</i> karena di dalamnya terdapat pasangan kabel yang disusun saling berlilitan. sebelum Kita menuju ke TKP, ada baiknya anda harus tahu alat-alat yang di butuhkan dalam acara pengkabelan ini.<br />
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1. kabel UTP.<br />
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Kabel UTP adalah salah satu kabel yang paling sering digunakan dalam sebuah jaringan lokal (LAN) selain harganya yang relatif terjangkau, kabel jenis ini juga lebih mudah dipasang dan yang paling penting kinerja bisa diandalkan.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjROBsxBltfze0HZu57MfrzgjHhaG5Q-U0__TKQNkWzc3zdTRXjy7MKUfNK4jeGjVuEo9H_Fp0lIHBGchay7XPQMHUXqrOlvC54Qnqjoc9_iABcVpvXL7i6JPBqUF81QkFZv-iy8DA6O_Wk/s1600/jenis+kabel-1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjROBsxBltfze0HZu57MfrzgjHhaG5Q-U0__TKQNkWzc3zdTRXjy7MKUfNK4jeGjVuEo9H_Fp0lIHBGchay7XPQMHUXqrOlvC54Qnqjoc9_iABcVpvXL7i6JPBqUF81QkFZv-iy8DA6O_Wk/s1600/jenis+kabel-1.png" /></a></div><br />
2. RJ45<br />
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Kabel RJ-45 adalah kabel Ethernet yang biasa digunakan dalamopologi jaringan komputer LAN maupun jaringan komputer tipe lainnya. Konektor RJ-45 ini memiliki konfigurasi dua macam, sesuai dengan perangkat yang ingin dihubungkannya.<span style="font-family: "; font-size: 11pt; line-height: 115%;">Fungsi konektor RJ 45 : Memudahkan penggantian pesawat telpon atau memudahkan untuk dipindah-pindah serta mudah untuk dicabut tanpa khawatir tersengat aliran listrik dan menghubungkan konektor LAN melalui sebuah pusat network. pada intinya RJ45 berfungsi sebagai penghubung antara ujung dari kabel UTP.</span><br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzt-3roTi623o0Uw2UqqXRw7IyBJTGQ4tXHX7CIy49R2faP51CYnWF9dvF2N4fb6guGkGXzPGLKgQZdd7UtyKjd5zS53h_tvggLfSG_8JtcWmV2_TYOrFkiLZSe5zjyX-IF_FRshYjvuCF/s1600/rj45plug.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzt-3roTi623o0Uw2UqqXRw7IyBJTGQ4tXHX7CIy49R2faP51CYnWF9dvF2N4fb6guGkGXzPGLKgQZdd7UtyKjd5zS53h_tvggLfSG_8JtcWmV2_TYOrFkiLZSe5zjyX-IF_FRshYjvuCF/s1600/rj45plug.jpg" /></a></div><br />
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<span style="font-family: ""; font-size: 11pt; line-height: 115%;">3. Crimping tool</span><br />
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Crimping tool adalah peralatan yang digunakan untuk meng-crimping RJ-45 yang sudah terpasang kabel UTP dengan benar. Fungsi Crimping Tool, diantaranya :<br />
1. Digunakan untuk memotong kabel<br />
2. Digunakan untuk mengelupas kabel<br />
3. Digunakan untuk meng_crimping RJ-45<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTNBeBeGpH19RCFn4V1phn84yHe7C0XoD4qWfUxTV6je85oB8Ii_7GydtwlJXiw4F14T42Y4UJIwLsgRMCzJoR67UVl-Mbr9UiVRoVyffyhmeShoRTLvchZMd6EQhTazOjcsqYk5K-5CiF/s1600/creepin.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTNBeBeGpH19RCFn4V1phn84yHe7C0XoD4qWfUxTV6je85oB8Ii_7GydtwlJXiw4F14T42Y4UJIwLsgRMCzJoR67UVl-Mbr9UiVRoVyffyhmeShoRTLvchZMd6EQhTazOjcsqYk5K-5CiF/s1600/creepin.jpg" /> </a></div><div class="separator" style="clear: both; text-align: center;"><br />
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</div><div class="separator" style="clear: both; text-align: left;">4. LAN Tester</div><div class="separator" style="clear: both; text-align: left;"><br />
</div><div class="" style="clear: both; text-align: left;">LAN tester ini berfungsi untuk m<span class="notranslate"><span class="a" style="left: 530px; top: 4110px;">elihat koneksi antar kabel, apakah pin-pin yang terkoneksi sesuai dengan konfigurasi.</span></span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJxU4fpspv8gOhkARznsntcTRcbiYkkkw09S7ltl_VEv7JjAOKfdhEfj7uLOjfA2IdvSD4IoGWRlFzzu0F_Wk4KvvB8_Xzgb6ySAlaNbstfPDA2E8nTorNkkCX9824ZyBVpy8X1w94DpKO/s1600/network_cable_tester_lan_tester.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJxU4fpspv8gOhkARznsntcTRcbiYkkkw09S7ltl_VEv7JjAOKfdhEfj7uLOjfA2IdvSD4IoGWRlFzzu0F_Wk4KvvB8_Xzgb6ySAlaNbstfPDA2E8nTorNkkCX9824ZyBVpy8X1w94DpKO/s200/network_cable_tester_lan_tester.jpg" width="193" /></a></div><div class="" style="clear: both; text-align: left;"><br />
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</div><div class="" style="clear: both; text-align: left;"><span class="notranslate"><span class="a" style="left: 530px; top: 4110px;"> Demikian peralatan yang digunakan dalam teknik pengkabelan jaringan.</span></span></div>Angga Krisdanielhttp://www.blogger.com/profile/02019332173156771000noreply@blogger.com1tag:blogger.com,1999:blog-4073082899741371683.post-45476562391410581632012-03-04T02:15:00.003-08:002013-08-05T08:14:17.429-07:00Membuat Aplikasi Data Diri Untuk Mobile Dengan J2ME Pada JavaPerkenalan dulu dengan yang namanya J2ME. sekarang saya dapat tugas untuk membuat Aplikasi pada mobile denga java. Aplikasi ini di gunakan untuk mengisikan data diri. aplikasi ini menggunakan java netbeans. aplikasi ini merupakan aplikasi dengan script yang digunakan oleh para pemula. untuk mendapatkan project yang sudah dapat saya buat didownload <a href="http://www.ziddu.com/download/18875390/Project.rar.html" target="_blank"><span class="Apple-style-span" style="color: yellow;"><b><i>di sini</i></b></span></a>. ada aplikasi nya juga lhooo...<i> </i><a href="http://www.ziddu.com/download/18875422/Aplikasi.rar.html" target="_blank"><span class="Apple-style-span" style="color: yellow;"><b><i>download disini</i></b></span></a>,, nah sekarang akan saya beri langkah-langkah untuk membuat aplikasinya dengan java netbeans 6.9.1.<br />
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Langkah-langkah Membuat Aplikasi Data diri dengan J2ME :<br />
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<ol>
<li> Masuk pada aplikasi java anda.</li>
<li> Klik File </li>
<li> New Project.</li>
<li> Lalu pilih kategori Java ME </li>
<li>Pilih Mobile aplication lalu tekan Next</li>
<li>Lalu anda beri nama project anda dan hilangkan centang pada " Create Hello Midlet "</li>
<li>Klik next.</li>
<li>pada pilihan ini anda dapat mengganti tampilan handphone anda saat menjalankan [rogram anda dengan merubah device. setelah itu tekan next > finish.</li>
<li>Buat java package - klik kanan pada source Package - new - java package.</li>
<li>Lalu klik kanan pada Java package yang sudah anda buat - new - midlet.</li>
<li>setelah itu masukkan source codenya. ( maaf ya, karena sources codenya terlalu panjang maka silahkan <a href="http://www.ziddu.com/download/18875423/sourcescode.rar.html" target="_blank"><span class="Apple-style-span" style="color: yellow;"><b><i>download di sini</i></b></span></a> yaaaa ).</li>
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tetapi saya akan menujukkan hasil dari programnya. seperti gambar di bawah ini :</div>
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jika tombol ok di tekan, maka akan muncul gambar seperti di bawah ini :</div>
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deminikan yang dapat saya sampaikan, semoga bermanfaat.... :)</div>
Angga Krisdanielhttp://www.blogger.com/profile/02019332173156771000noreply@blogger.com9tag:blogger.com,1999:blog-4073082899741371683.post-44791764350527846662012-03-02T03:14:00.000-08:002012-03-02T03:14:17.279-08:00Tipe JaringanDalam jaringan terdapat tiga buah peran yang dijalankan. Yang pertama adalah client. Peran ini hanya sebatas pengguna tetapi tidak menyediakan sumber daya (sharing), informasi, dan lain-lain. Peran kedua adalah sebagai peer, yaitu client yang menyediakan sumber daya untuk dibagi kepada client lain sekaligus memakai sumber daya yang tersedia pada client yang lain (peer to peer). Sedangkan peran yang terakhir adalah sebagai server, yaitu menyediakan sumber daya secara maksimal untuk digunakan oleh client tetapi tidak memakai sumber daya yang disediakan oleh client. Dibawah ini akan dijelaskan jenis-jenis jaringan yang ada.<br />
<b>1. Jaringan Berbasis Server</b><br />
Jaringan berbasis server atau client-server diartikan dengan adanya server didalam sebuah jaringan yang menyediakan mekanisme pengamanan dan pengelolaan jaringan tersebut. Jaringan ini terdiri dari banyak client dari satu atau lebih server. Client juga biasa disebut front-end meminta layanan seperti penyimpanan dan pencetakan data ke printer jaringan, sedangkan server yang sering disebut back-end menyampaikan permintaan tersebut ke tujuan yang tepat. Pada Windows NT, Windows 2000, dan Windows Server 2003, jaringan berbasis server diorganisasikan di dalam domain-domain. Domain adalah koleksi jaringan dan client yang saling berbagi informasi. Keamanan domain dan perizinan log on dikendalikan oleh server khusus yang disebut domain controlle. Terdapat satu pengendali domain utama atau Primary Domain Controller (PDC) dan beberapa domain controller pendukung atau backup Domain Controller (BDC) yang membantu PDC pada waktu-waktu sibuk atau pada saat PDC tidak berfungsi karena alasan tertentu. Primasry Domain Controller juga diterapkan di dalam jaringan yang menggunakan server Linux. Software yang cukup andal menangani masalah ini adalah samba yang sekaligus dapat digunakan sebagai penyedia layanan file dan print yang membuat computer Windows dapat mengakses file-file di mesin Linux dan begitu pula sebaliknya.<br />
Jaringan berbasis server memiliki beberapa keuntungan diantaranya adalah :<br />
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1. Media penyimpanan data yang terpusat memungkinkan semua user menyimpan dan menggunakan data di server dan memberikan kemudahan melakukan back-up data di saat kritis. Pemeliharaan data juga menjadi lebih mudah karena data tidak tersebar di beberapa computer.<br />
2. Kemampuan server untuk menyatukan media penyimpanan di satu tempat akan menekan biaya pembangunan jaringan. Server yang telah dioptimalkan membuat jaringan berjalan lebih cepat daripada jaringan peer-to-peer. Membebaskan user dari pekerjaan mengelola jaringan.<br />
3. Kemudahan mengatur jumlah pengguna yang banyak. Kemampuan untuk sharing peralatan mahal seperti printer laser. Mengurangi masalah keamanan karena pengguna harus memasukkan password untuk setiap peralatan jaringan yang akan digunakan.<br />
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<b>2. Jaringan Peer-to-peer</b>Setiap computer di dalam jaringan peer mempunyai fungsi yang sama dan dapat berkomunikasi dengan computer lain yang telah memberi izin. Jadi, secara sederhana setiap komputer pada jaringan peer berfungsi sebagai client dan server sekaligus. Jaringan peer digunakan di sebuah kantor kecil dengan jumlah computer sedikit, dibawah sepuluh workstation.<br />
Keuntungan menggunakan jaringan peer adalah :<br />
1. Tidak memerlukan investasi tambahan untuk pembelian hardware dan software server.<br />
2. Tidak diperlukan seorang network administrator dan setupnya mudah serta meminta biaya yang murah.<br />
Kerugian menggunakan jaringan peer adalah :<br />
1. Sharing sumberdaya pada suatu komputer didalam jaringan akan sangat membebani computer tersebut.<br />
2. Masalah lain adalah kesulitan dalam mengatur file-file. User harus menangani komputernya sendiri jika ditemui masalah keamanan sangat lemah.<br />
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<b>3. Jaringan Hybrid</b>Jaringan hybrid memiliki semua yang terdapat pada tiga tipe jaringan di atas. Ini berarti pengguna dalam jaringan dapat mengakses sumber daya yang dishare oleh jaringan peer, sedangkan di waktu bersamaan juga dapat memanfaatkan seumber daya yang disediakan oleh server.<br />
Keuntungan jaringan hybrid adalah sama dengan keuntungan menggunakan jaringan berbasis server dan berbasis peer. Jaringan hybrid memiliki kekurangan seperti pada jaringan berbasis server.Angga Krisdanielhttp://www.blogger.com/profile/02019332173156771000noreply@blogger.com0tag:blogger.com,1999:blog-4073082899741371683.post-1613628084607209762012-03-02T03:08:00.000-08:002012-03-02T03:08:29.194-08:00Topologi Jaringan<div class="separator" style="clear: both; text-align: center;"></div><div style="margin-left: 1em; margin-right: 1em;"></div><br />
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Tujuan dari suatu jaringan adalah menghubungkan jaringan-jaringan yang telah ada dalam jaringan tersebut sehingga informasi dapat ditransfer dari satu lokawi ke lokasi yang lain. Karena suat perusahaan memuliki keinginan atau kebutuhan yang berbeda-beda maka terdapat berbagai cara jaringan terminal-terminal dapat dihubungkan. Struktur Geometric ini disebut dengan LAN Topologies.<br />
Terdapat 6 jenis topologi yaitu :<br />
* Bus<br />
<div class="separator" style="clear: both; text-align: center;"></div>* Ring<br />
* Star<br />
* Extended Star<br />
* hierarchical topology<br />
* Mesh<br />
Setiap topologi memuliki karakteristik yang berdeda-beda dan masing-masing juga memiliki keuntungan dan kerugian. Topologi tidak tergantung kepada medianya dan setiap topologi biasanya menggunakan media sebagai berikut :<br />
Jenis-jenis Media yaitu :<br />
* Twisted Pair<br />
* Coaxial Cable<br />
* Optical Cable<br />
* Wireless<br />
Topologi dibagi menjadi dua jenis yaitu Physical Topology dan Logical Topologi. Dibawah ini adalah jenis-jenis Physical Topologi.<br />
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1. Topologi Bus atau Daisy Chain<br />
Topologi ini memiliki karakteristik sebagai berikut:<br />
• merupakan satu kabel yang kedua ujung nya ditutup, dimana sepanjang kabel terdapat node-node<br />
• umum digunakan karena sederhana dalam instalasi<br />
• signal melewati kabel dalam dua arah dan mungkin terjadi collision<br />
• problem terbesar pada saat kabel putus. Jika salah satu segmen kabel putus, maka seluruh jaringan akan terhenti.<br />
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2. Topologi Ring<br />
Topologi ini mempuyai karakteristik sebagai berikut:<br />
• lingkaran tertutup yang berisi node-node<br />
• sederhana dalam layout<br />
• signal mengalir dalam satu arah, sehingga dapat menghindarkan terjadinya collision (dua paket data bercampur), sehingga memungkinkan pergerakan data yang cepat dan collision detection yang lebih sederhana<br />
• problem: sama dengan topologi bus<br />
• biasanya topologi ring tidak dibuat secara fisik melainkan direalisasikan dengan sebuah consentrator dan kelihatan seperti topologi star<br />
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3. Topolog Star<br />
Topologi ini mempunyai karakteristik sebagai berikut:<br />
• setiap node berkomunikasi langsung dengan central node, traffic data mengalir dari node ke central node dan kembali lagi.<br />
• mudah dikembangkan, karena setiap node hanya memiliki kabel yang langsung terhubung ke central node.<br />
• keunggulannya adalah jika satu kabel node terputus yang lainnya tidak terganggu.<br />
• dapat digunakan kabel yang “lower grade” karena hanya menghandel satu traffic node, biasanya digunakan kabel UTP.<br />
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4. Topologi Extended Star<br />
Topologi Extended Star merupakan perkembangan lanjutan dari topologi star dimana karakteristiknya tidak jauh berbeda dengan topologi star yaitu :<br />
• setiap node berkomunikasi langsung dengan sub node, sedangkan sub node berkomunikasi dengan central node. traffic data mengalir dari node ke sub node lalu diteruskan ke central node dan kembali lagi.<br />
• Digunakan pada jaringan yang besar dan membutuhkan penghubung yang banyak atau melebihi dari kapasitas maksimal penghubung.<br />
• keunggulan : jika satu kabel sub node terputus maka sub node yang lainnya tidak terganggu, tetapi apabila central node terputus maka semua node disetiap sub node akan terputus<br />
• tidak dapat digunakan kabel yang “lower grade” karena hanya menghandel satu traffic node, karena untuk berkomunikasi antara satu node ke node lainnya membutuhkan beberapa kali hops.<br />
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5. Topologi hierarchical<br />
Topologi ini biasa disebut sebagai topolodi tree. Dibangun oleh seperti halnya topologi extended star yang dihubungkan melalui sub node dalam satu central node. Topologi ini dapat mensupport baik baseband maupun broadband signaling dan juga mensupport baik contention maupun token bus access.<br />
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6. Topologi Mesh<br />
MESH topologi dibangun dengan memasang link diantara atation-station. Sebuah ‘fully-connected mesh’ adalah sebauh jaringan dimana setiap terminal terhubung secara langsung ke semua terminal-terminal yang lain. Biasanya digunakan pada jaringan komputer kecil. Topologi ini secara teori memungkinkan akan tetapi tidak praktis dan biayanya cukup tinggi untuk di-implementasikan. Mesh topologi memiliki tingkat redundancy yang tinggi. Sehingga jika terdapat satu link yang rusak maka suatu station dapat mencari link yang lainnya.<br />
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" />Angga Krisdanielhttp://www.blogger.com/profile/02019332173156771000noreply@blogger.com0tag:blogger.com,1999:blog-4073082899741371683.post-83178587626014732652012-03-02T01:54:00.005-08:002012-03-03T23:20:24.046-08:00Dasar-dasar Pemrograman Berorientasi Obyek (OOP)<div class="post-headline"><h1></h1></div>Pemrograman berorientasi obyek (OOP) merupakan metode pemrograman dimana pengembang harus mendefinisikan tipe data dari struktur data dan juga tipe dari operasi yang dapat diaplikasikan ke struktur data. Dengan demikian struktur data menjadi obyek yang memiliki data dan fungsi.<br />
<b>Beberapa kemampuan utama dari pemrograman OOP:</b>- Pemrograman OOP menekankan pada data daripadaprosedur karena data diperlakukan sebagai elemen yang penting dan tidak boleh mengalir secara bebas dalam program<br />
- Data disembunyikan dari akses program oleh fungsi-fungsi (function) eksternal<br />
- Program dapat dibagi-bagi ke dalam obyek-obyek yang lebih kecil<br />
- Obyek dapat berkomunikasi satu dengan yang lain melalui function<br />
- Data baru dan function dapat dengan mudah ditambahkan pada saat dibutuhkan<br />
- Konsep pemrogramannya mengikuti pendekatan buttom up.<br />
<b>Beberapa keunggulan menggunakan pemrograman OOP dibandingkan dengan pemrograman terstruktur:</b><br />
<b>- Maintainability (kemampuan untuk mudah dikelola)</b>Karena VB .NET menyediakan struktur modular yang jelas untuk program. Maksudnya jika terjadi kesalahan pada program yang besar maka solusinya adalah memecah memecah program tersebut menjadi modul-modul kecil (modularitas). Modularitas melekat pada OOP karena class-class yang ada merupakan suatu modul sehingga class-class yang memiliki fungsionalitas sama akan disimpan pada namespace yang sama pula.<br />
<b>- Extensibility (kemampuan untuk dapat diperluas)</b><br />
yakni class-class yang ada dapat diperluas dengan menambahkan method atau data atau mengubah perilaku daripada method.<br />
<b>- Reusability (kemampuan untuk dapat digunakan kembali)</b>Yakni kode-kode program yang sudah pernah ditulis (class) dapat digunakan kembali bagi mereka yang memerlukan fungsionalitas yang sama yang disediakan oleh kode.Angga Krisdanielhttp://www.blogger.com/profile/02019332173156771000noreply@blogger.com1tag:blogger.com,1999:blog-4073082899741371683.post-4495198997284516802012-03-02T01:39:00.003-08:002012-03-03T23:21:06.065-08:00Katakan Cinta Dengan Java<div style="font-family: inherit;"></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 36pt;"><a 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" 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src="data:image/png;base64,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" width="165" /></a><span style="font-size: small;">Adakalanya kita ingin mengatakan atau mengungkapkan perasaan cinta kita kepada seseorang yang kita sayangi, katakan dengan bunga atau kado, itu mah sudah biasa. Sekarang kita akan mengungkapkan perasaan cinta itu dengan Java yaitu applet Java atau bisa juga disebut applet cinta. Applet sendiri adalah aplikasi kecil yang diakses pada server Internet, dikirim dan diterima melalui jaringan, terinstal secara otomatis dan dijalankan sebagai bagian dari dokumen Web. Sekali applet tiba dihadapan klien, aksesnya terhadap sumber terbatasi sehingga dapat menghasilkan antarmuka-pemakai multimedia dan menjalankan komputasi yang rumit tanpa risiko adanya virus atau perusakan keadaan data. Untuk membuat program applet cinta, pertama buka teks editor, teks editor ini bisa notepad atau textpad, lalu ketikkan program di bawah ini:</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-size: small;"><br />
</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-size: small;">import java.applet.Applet;</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-size: small;">import java.awt.*;</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-size: small;"> public class mylove extends Applet {</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 36pt;"><span style="font-size: small;">private Polygon p;</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 36pt;"><span style="font-size: small;">private Font f;</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 36pt;"><span style="font-size: small;">private Color c;</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 36pt;"><span style="font-size: small;"><br />
</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 36pt;"><span style="font-size: small;">public void init() {</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: 36pt;"><span style="font-size: small;">p = new Polygon();</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: 36pt;"><span style="font-size: small;">p.addPoint(60, 120);</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: 36pt;"><span style="font-size: small;">p.addPoint(150,230);</span></div><div class="MsoNormal" style="font-family: inherit; margin-left: 36pt; text-align: justify; text-indent: 36pt;"><span style="font-size: small;"><span style="line-height: 115%;">p.addPoint(240,120);</span></span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin: 0cm 0cm 0.0001pt 72pt; text-align: justify;"><span style="font-size: small;">p.addPoint(150, 60);</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: 36pt;"><span style="font-size: small;">p.addPoint(60, 120);</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: 36pt;"><span style="font-size: small;">f = new Font ("Monospaced", Font.PLAIN + Font.BOLD, 24);</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 36pt;"><span style="font-size: small;">}</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 36pt;"><span style="font-size: small;">public void paint (Graphics g) {</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: 36pt;"><span style="font-size: small;">c = Color.pink;</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: 36pt;"><span style="font-size: small;">g.setColor(c);</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: 36pt;"><span style="font-size: small;">g.fillArc(60,30,100,150, 0, 190);</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin: 0cm 0cm 0.0001pt 72pt; text-align: justify;"><span style="font-size: small;">g.fillArc(140,30,100,150,180,-190);</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: 36pt;"><span style="font-size: small;">g.fillPolygon(p);</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: 36pt;"><span style="font-size: small;">String s;</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: 36pt;"><span style="font-size: small;">g.setFont(f);</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: 36pt;"><span style="font-size: small;">s = "Aku Cinta Kamu";</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: 36pt;"><span style="font-size: small;">c = Color.blue;</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: 36pt;"><span style="font-size: small;">g.setColor(c);</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin: 0cm 0cm 0.0001pt 36pt; text-align: justify; text-indent: 36pt;"><span style="font-size: small;">g.drawString(s, 50, 270);</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 36pt;"><span style="font-size: small;">}</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-size: small;">}</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-size: small;">Setelah selesai, simpan program tersebut dengan nama mylove.java pada folder c:¥>j2sdk1.4.0_01¥bin.</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-size: small;">Program mylove di atas dimulai dengan dua baris yang mengimpor semua kemasan di bawah</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-size: small;">java.applet dan java.awt. AWT adalah Abstrack Window Toolkit (perangkat window abstrak).</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-size: small;">Untuk menjalankan mylove, pada browser Web, kita perlu menulis sejumlah baris teks HTML.</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-size: small;">HTML berikut ini akan menjalankan mylove.</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-size: small;"><br />
</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-size: small;"><html></span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-size: small;"><applet code = "mylove.class" width=300 height=300></span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-size: small;"></applet></span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-size: small;"></html></span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-size: small;"><br />
</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-size: small;">Simpan baris html di atas dengan nama mylove.htm pada folder c:¥>j2sdk1.4.0_01¥bin.</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-size: small;">Setelah selesai, maka buka Command Prompt lalu ketikkan seperti baris di bawah ini:</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-size: small;">c:¥>j2sdk1.4.0_01¥bin> javac mylove.java</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-size: small;">c:¥>j2sdk1.4.0_01¥bin> appletviewer mylove.html</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-size: small;"><br />
</span></div><div style="font-family: inherit; text-align: justify;"><span style="font-size: small;"><br />
</span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-size: small;">Selamat mencoba..... </span></div><div class="MsoNormal" style="font-family: inherit; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-size: small;"><br />
</span></div><div style="font-family: inherit; text-align: justify;"><span style="font-size: small;"><span style="line-height: 115%;"></span> </span></div>Angga Krisdanielhttp://www.blogger.com/profile/02019332173156771000noreply@blogger.com0tag:blogger.com,1999:blog-4073082899741371683.post-20997856344824496142012-02-29T01:21:00.001-08:002012-03-03T23:22:02.791-08:00Script Membuat Aplikasi Konversi Suhu Pada Java<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVKlyRPRjRkQa1R9ll_GAJX8fYpsah8eGZfM3GbcBH8Z7V0UuqVgAQGgrzneKm12UEuToP9afOdADVBa9yWWh0y6k6byhZSzIT12xteJT_AXMjM8co3JUYe2R4p9YLZoZjCo469ymJ4x9r/s1600/javascript.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVKlyRPRjRkQa1R9ll_GAJX8fYpsah8eGZfM3GbcBH8Z7V0UuqVgAQGgrzneKm12UEuToP9afOdADVBa9yWWh0y6k6byhZSzIT12xteJT_AXMjM8co3JUYe2R4p9YLZoZjCo469ymJ4x9r/s200/javascript.jpg" width="200" /></a>ini adalah Script Konversi Suhu yang dibuat pada program membuat aplikasi Java. program ini saya buat saat saya mendapat tugas dari dosen pemrograman yang pada akhirnya di demokan kepada dosen kami. di bawah ini adalah script konversi suhu pada java :<br />
<br />
<br />
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<br />
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package konversi;<br />
<br />
import java.awt.Color;<br />
import java.awt.event.*;<br />
import javax.swing.*;<br />
<br />
public class sUHU extends JFrame implements ActionListener {<br />
<br />
JLabel judul = new JLabel ("Konversi Suhu");<br />
<br />
JLabel Input = new JLabel ("input");<br />
JTextField isi = new JTextField();<br />
String arraypilih[] = {"Celcius","reamure","Fahrenheit","kelvin"};<br />
JComboBox boxpilih = new JComboBox(arraypilih);<br />
<br />
JLabel konvert = new JLabel ("ke");<br />
JRadioButton btncelcius = new JRadioButton ("celcius");<br />
JRadioButton btnreamure = new JRadioButton ("reamure");<br />
JRadioButton btnkelvin = new JRadioButton ("kelvin");<br />
JRadioButton btnfahrenheit = new JRadioButton ("fahrenheit");<br />
<br />
JLabel ket = new JLabel ("hasil");<br />
JTextField hasil = new JTextField();<br />
JButton btnkonversi = new JButton ("convert");<br />
<br />
JButton btnclear = new JButton ("Reset");<br />
<br />
JPanel convert = new JPanel();<br />
<br />
sUHU(){<br />
setTitle ("Konversi Suhu");<br />
setDefaultCloseOperation(EXIT_ON_CLOSE);<br />
setLocationRelativeTo(null);<br />
convert.setLayout(null);<br />
<br />
judul.setBounds(145, 5, 150, 10);<br />
<br />
Input.setBounds(10, 50, 50, 30);<br />
isi.setBounds(80, 50, 150, 30);<br />
boxpilih.setBounds(250, 50, 150, 30);<br />
<br />
konvert.setBounds(10, 95, 50, 30);<br />
<br />
btncelcius.setBounds(250, 95, 150, 30);<br />
btnreamure.setBounds(80, 95, 150, 30);<br />
btnreamure.addActionListener(this);<br />
<br />
btnkelvin.setBounds(80, 130, 150, 30);<br />
btnkelvin.addActionListener(this);<br />
<br />
btnfahrenheit.setBounds(80, 165, 150, 30);<br />
btnfahrenheit.addActionListener(this);<br />
<br />
ket.setBounds(10, 210, 50, 30);<br />
hasil.setBounds(80, 210, 150, 30);<br />
btnkonversi.setBounds(250, 210, 150, 30);<br />
btnkonversi.addActionListener(this);<br />
btnkonversi.setBackground(Color.white);<br />
<br />
btnclear.setBounds(250, 245, 150, 30);<br />
btnclear.addActionListener(this);<br />
<br />
convert.add(judul);<br />
convert.add(Input);<br />
convert.add(isi);<br />
convert.add(boxpilih);<br />
convert.add(konvert);<br />
convert.add(btncelcius);<br />
convert.add(btnreamure);<br />
convert.add(btnkelvin);<br />
convert.add(btnfahrenheit);<br />
convert.add(ket);<br />
convert.add(hasil);<br />
convert.add(btnkonversi);<br />
convert.add(btnclear);<br />
<br />
getContentPane().add(convert);<br />
convert.setBackground(Color.GREEN);<br />
}<br />
<br />
<br />
public void actionPerformed(ActionEvent e) {<br />
float c,r,k,f; <br />
if(e.getSource()==btnkonversi){<br />
if(boxpilih.getSelectedItem().equals("Celcius") && btnreamure.isSelected())<br />
{<br />
btnfahrenheit.setEnabled(false);<br />
btnkelvin.setEnabled(false);<br />
btncelcius.setEnabled(false);<br />
c= Float.parseFloat(isi.getText());<br />
r= (c*4)/5;<br />
hasil.setText(" "+r);<br />
<br />
}else if(boxpilih.getSelectedItem().equals("Celcius") && btnkelvin.isSelected())<br />
{<br />
btnfahrenheit.setEnabled(false);<br />
btnreamure.setEnabled(false);<br />
btncelcius.setEnabled(false);<br />
c= Float.parseFloat(isi.getText());<br />
k= (c+273);<br />
hasil.setText(" "+k);<br />
}else if(boxpilih.getSelectedItem().equals("Celcius") && btnfahrenheit.isSelected())<br />
{<br />
btnkelvin.setEnabled(false);<br />
btnreamure.setEnabled(false);<br />
btncelcius.setEnabled(false);<br />
c= Float.parseFloat(isi.getText());<br />
f= ((c *9)/5) + 32;<br />
hasil.setText(" "+f);<br />
}else if(boxpilih.getSelectedItem().equals("Celcius") && btncelcius.isSelected())<br />
{<br />
btnkelvin.setEnabled(false);<br />
btnreamure.setEnabled(false);<br />
btnfahrenheit.setEnabled(false);<br />
c= Float.parseFloat(isi.getText());<br />
hasil.setText(" "+c);<br />
}else<br />
if(boxpilih.getSelectedItem().equals("reamure") && btnreamure.isSelected())<br />
{<br />
btnfahrenheit.setEnabled(false);<br />
btnkelvin.setEnabled(false);<br />
btncelcius.setEnabled(false);<br />
r= Float.parseFloat(isi.getText());<br />
hasil.setText(" "+r);<br />
<br />
}else if(boxpilih.getSelectedItem().equals("reamure") && btnkelvin.isSelected())<br />
{<br />
btnfahrenheit.setEnabled(false);<br />
btnreamure.setEnabled(false);<br />
btncelcius.setEnabled(false);<br />
r= Float.parseFloat(isi.getText());<br />
k= (((r*5)/4)+273);<br />
hasil.setText(" "+k);<br />
}else if(boxpilih.getSelectedItem().equals("reamure") && btnfahrenheit.isSelected())<br />
{<br />
btnkelvin.setEnabled(false);<br />
btnreamure.setEnabled(false);<br />
btncelcius.setEnabled(false);<br />
r= Float.parseFloat(isi.getText());<br />
f= ((r*9)/4) + 32;<br />
hasil.setText(" "+f);<br />
}else if(boxpilih.getSelectedItem().equals("reamure") && btncelcius.isSelected())<br />
{<br />
btnkelvin.setEnabled(false);<br />
btnreamure.setEnabled(false);<br />
btnfahrenheit.setEnabled(false);<br />
r= Float.parseFloat(isi.getText());<br />
c=((r*5)/4);<br />
hasil.setText(" "+c);<br />
}else<br />
if(boxpilih.getSelectedItem().equals("Fahrenheit") && btnreamure.isSelected())<br />
{<br />
btnfahrenheit.setEnabled(false);<br />
btnkelvin.setEnabled(false);<br />
btncelcius.setEnabled(false);<br />
f= Float.parseFloat(isi.getText());<br />
r= (((f-32)*4)/9);<br />
hasil.setText(" "+r);<br />
<br />
}else if(boxpilih.getSelectedItem().equals("Fahrenheit") && btnkelvin.isSelected())<br />
{<br />
btnfahrenheit.setEnabled(false);<br />
btnreamure.setEnabled(false);<br />
btncelcius.setEnabled(false);<br />
f= Float.parseFloat(isi.getText());<br />
k= (((f-32)*5)/9)+273;<br />
hasil.setText(" "+k);<br />
}else if(boxpilih.getSelectedItem().equals("Fahrenheit") && btnfahrenheit.isSelected())<br />
{<br />
btnkelvin.setEnabled(false);<br />
btnreamure.setEnabled(false);<br />
btncelcius.setEnabled(false);<br />
f= Float.parseFloat(isi.getText());<br />
hasil.setText(" "+f);<br />
}else if(boxpilih.getSelectedItem().equals("Fahrenheit") && btncelcius.isSelected())<br />
{<br />
btnkelvin.setEnabled(false);<br />
btnreamure.setEnabled(false);<br />
btnfahrenheit.setEnabled(false);<br />
f= Float.parseFloat(isi.getText());<br />
c=(((f-32)*5)/9);<br />
hasil.setText(" "+c);<br />
}else<br />
if(boxpilih.getSelectedItem().equals("kelvin") && btnreamure.isSelected())<br />
{<br />
btnfahrenheit.setEnabled(false);<br />
btnkelvin.setEnabled(false);<br />
btncelcius.setEnabled(false);<br />
k= Float.parseFloat(isi.getText());<br />
r= ((k-273)*4)/5;<br />
hasil.setText(" "+r);<br />
<br />
}else if(boxpilih.getSelectedItem().equals("kelvin") && btnkelvin.isSelected())<br />
{<br />
btnfahrenheit.setEnabled(false);<br />
btnreamure.setEnabled(false);<br />
btncelcius.setEnabled(false);<br />
k= Float.parseFloat(isi.getText());<br />
hasil.setText(" "+k);<br />
}else if(boxpilih.getSelectedItem().equals("kelvin") && btnfahrenheit.isSelected())<br />
{<br />
btnkelvin.setEnabled(false);<br />
btnreamure.setEnabled(false);<br />
btncelcius.setEnabled(false);<br />
k= Float.parseFloat(isi.getText());<br />
f= (((k-273)*9)/5) + 32;<br />
hasil.setText(" "+f);<br />
}else if(boxpilih.getSelectedItem().equals("kelvin") && btncelcius.isSelected())<br />
{<br />
btnkelvin.setEnabled(false);<br />
btnreamure.setEnabled(false);<br />
btnfahrenheit.setEnabled(false);<br />
k= Float.parseFloat(isi.getText());<br />
c= ((k-273)*5)/5;<br />
hasil.setText(" "+c);<br />
}<br />
}else if(e.getSource()==btnclear)<br />
{<br />
btnfahrenheit.setEnabled(true);<br />
btnreamure.setEnabled(true);<br />
btnkelvin.setEnabled(true);<br />
btncelcius.setEnabled(true);<br />
btnfahrenheit.setSelected(false);<br />
btnreamure.setSelected(false);<br />
btnkelvin.setSelected(false);<br />
btncelcius.setSelected(false);<br />
hasil.setText("");<br />
}<br />
}<br />
public static void main(String[] args) {<br />
// TODO code application logic here<br />
sUHU tugas = new sUHU();<br />
tugas.setSize(450, 350);<br />
tugas.setVisible(true);<br />
}<br />
}Angga Krisdanielhttp://www.blogger.com/profile/02019332173156771000noreply@blogger.com0tag:blogger.com,1999:blog-4073082899741371683.post-38743187076957291252012-02-29T01:08:00.001-08:002012-03-03T23:13:25.143-08:00Sejarah Pemrograman Visual<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCV3mRqPYphjZ1MNROjSpRFLlPSK3oJlExlxbOmSi8PuMLV3K-pL2-Dne65d5PKlLKpiIbELSiNw9SLXhEfCbsqoq8Ie03yduTHjKdblJMONyYIdw26OTAbjU_oDqbLHzrPyJNOvwIxWxj/s1600/hello_world311.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCV3mRqPYphjZ1MNROjSpRFLlPSK3oJlExlxbOmSi8PuMLV3K-pL2-Dne65d5PKlLKpiIbELSiNw9SLXhEfCbsqoq8Ie03yduTHjKdblJMONyYIdw26OTAbjU_oDqbLHzrPyJNOvwIxWxj/s200/hello_world311.png" width="200" /></a></div><b>FORTRAN</b> adalah singkatan dari FORmula TRANslator dan dikembangkan oleh IBM Inc. antara<br />
tahun 1954 dan 1957 yang digunakan secara khusus untuk aplikasi-aplikasi sains dan engineering.<br />
Bahasa FORTRAN masih digunakan secara luas saat ini di bidang engineering.<br />
<br />
<b>COBOL</b> adalah singkatan dari Common Business Oriented Language, diciptakan oleh<br />
sekelompok pabrikan komputer dan pengguna komputer untuk industri pada tahun 1959. Ia<br />
didesain untuk aplikasi-aplikasi komersil yang membutuhkan banyak pemrosesan data. Bahasa<br />
ini masih digunakan saat ini di bidang bisnis.<br />
<br />
<b>C</b> dikembangkan oleh Dennis Richie di Laboratorium Bell pada tahun 1972. Ia merupakan<br />
bahasa implementasi sistem yang digunakan untuk mengembangkan sistem operasi UNIX. C+<br />
+ merupakan ekstensi atau kelanjutan dari bahasa C yang diciptakan oleh Bjarne Stroustrup<br />
pada tahun 1980an. C++ menambahkan fitur OOP (Object-Oriented Programming) atau<br />
pemrograman berorientasi objek ke dalam bahasa C dan sekarang merupakan sistem utama<br />
bahasa implementasi (Deitel&Deitel, 1999).<br />
<br />
<b>Pascal</b><br />
Bahasa Pemrograman Pascal merupakan bahasa pemrograman tingkat tinggi yang dirancang<br />
oleh Profesor Niklaus Wirth dari Technical University of Zurich, Switzerland. Yang dinamai pascal<br />
sebagai penghargaan terhadap Blaise Pascal. Seorang ahli matematik dan filosofer yang<br />
terkenal pada abad 17 dari perancis. Prof Niklaus Wirth memperkenalkan Kompiler bahasa Pascal<br />
yang pertama untuk Komputer CDC 600 (Control Data Corporation) yang dipublikasikan<br />
pada tahu 1971 dengan tujuan membantu mengajar program Komputer secara sistematis<br />
khususnya untuk memperkenalkan program terstruktur .<br />
<br />
<b>JAVA</b><br />
Bahasa pemrograman Java pertama lahir dari The Green Project, yang berjalan selama 18<br />
bulan, dari awal tahun 1991 hingga musim panas 1992. Proyek tersebut belum menggunakan<br />
versi yang dinamakan Oak. Proyek ini dimotori oleh Patrick Naughton, Mike Sheridan, James<br />
Gosling dan Bill Joy, beserta sembilan pemrogram lainnya dari Sun Microsystems. Salah satu<br />
hasil proyek ini adalah maskot Duke yang dibuat oleh Joe Palrang.<br />
JAVA merupakan bahasa yang kemunculannya tergolong baru dan merupakan bahasa<br />
pemrograman yang paling banyak diminati, dikembangkan oleh SUN Microsystem pada tahun 1995. Ia sebenarnya merupakan kelanjutan dari C++ tetapi memasukan banyak komponen<br />
atau “libraries” untuk pemrograman multimedia, networking, multithreading, graphics,<br />
database access, pemrograman GUI. Microsoft juga meluncurkan Java versinya sendiri yang<br />
dikenal dengan Visual J++. Bahasa pemrograman lainnya adalah Power Builder yang<br />
dikembangkan oleh perusahaan Powersoft dan Delphi yang dikembangkan oleh Borland Inc.<br />
<br />
<b>C++</b><br />
Bahasa pemrograman C merupakan salah satu bahasa pemrograman komputer. Dibuat pada<br />
tahun 1972 oleh Dennis Ritchie untuk Sistem Operasi Unix di Bell Telephone Laboratories.<br />
Meskipun C dibuat untuk memprogram sistem dan jaringan komputer namun bahasa ini juga<br />
sering digunakan dalam mengembangkan software aplikasi. C juga banyak dipakai oleh<br />
berbagai jenis platform sistem operasi dan arsitektur komputer, bahkan terdapat beberepa<br />
compiler yang sangat populer telah tersedia.Pada era visual saat ini, versi dari C dan C++<br />
muncul pula dengan nama Visual C atau Visual C++, C Builder, bahkan telah ada versi baru<br />
dari C yaitu C# (C Sharp).Angga Krisdanielhttp://www.blogger.com/profile/02019332173156771000noreply@blogger.com0tag:blogger.com,1999:blog-4073082899741371683.post-84533222816715898922012-02-29T00:48:00.000-08:002012-02-29T00:48:33.713-08:00Menetukan Topik Yang Akan Ditulis Dalam Blogging<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhr731A3tDRwmeA4hhGW5shn2v08JjyhSrSlJHlfuzZOCLC91DDSlmOxI0Fv6FLIo3Mmou_68tDrFFcWIjWPNhtYNs7GOjsOi0ZaKXZVdQ0Rths1NPun4k307HbZlNiRIw0bG4-YtAI6cTv/s1600/Guide-to-Starting-a-Weblog.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="151" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhr731A3tDRwmeA4hhGW5shn2v08JjyhSrSlJHlfuzZOCLC91DDSlmOxI0Fv6FLIo3Mmou_68tDrFFcWIjWPNhtYNs7GOjsOi0ZaKXZVdQ0Rths1NPun4k307HbZlNiRIw0bG4-YtAI6cTv/s200/Guide-to-Starting-a-Weblog.jpg" width="200" /></a></div><h2></h2>Sebenarnya ini bukan pertanyaan teknis, namun cukup sering ditanyakan sehingga saya memutuskan untuk memasukkan satu bagian singkat dalam panduan ini.<br />
Pertanyaan tentang topik yang ditulis dapat terjawab dengan segera begitu Anda menemukan ceruk pasar Anda dan peran Anda di dalamnya. Jika Anda memulai suatu blog hanya untuk alasan pribadi maka konten yang Anda buat tentunya terserah Anda, tapi bila blog yang bersangkutan terkait dengan bisnis maka ceruk pasar menjadi faktor yang sangat menentukan.<br />
Memang tidak ada salahnya menulis apa saja yang terlintas di benak Anda atau topik apa pun yang Anda sukai, tapi untuk membangun komunitas melalui blog... ceruk pasar yang Anda pilih harus jelas dan terarah. Pemirsa jarang ingin menghabiskan waktu untuk blog yang tidak jelas topik dan tujuannya, kecuali bila mereka membaca hanya untuk sebagai hiburan.<br />
Saran saya, bila Anda benar-benar tidak tahu di mana harus memulai, konsultasikan dengan Google. Cari tahu apa yang ditulis sesama blogger tentang topik yang Anda pilih. Berlangganan RSS dan mengikutinya selama beberapa waktu akan membuka wawasan Anda mengenai apa yang dapat Anda tulis. Saya yakin setelah terjun ke dalamnya dan menguasai suatu bidang, hal-hal yang dapat Anda tulis sesungguhnya tidak terbatas.<br />
Misalnya, jika menemukan topik yang menarik di blog lain dan Anda memiliki perspektif yang lain, atau pendapat yang berbeda, tidak ada salahnya memulai percakapan dari blog Anda dan memberikan tautan ke sumber. Dengan cara ini saya telah menjalin hubungan dengan banyak blogger ternama. Anda pun dapat melakukannya. Cara ini jauh lebih efektif sebagai pembuka percakapan dibanding email tak diundang. Blogger profesional seringkali memonitor apa yang dikatakan oleh rekan sesama blogger dan tautan yang masuk ke dalam blog mereka.<br />
Anda juga dapat menjawab pertanyaan yang ditemukan di forum-forum. Mungkin jawaban Anda di forum terkesan ringkas tapi setelah melalui proses pemikiran yang cukup lama, pasti ada tambahan. Tidak ada salahnya menuliskannya agar ada arsipnya sehingga dapat ditemukan oleh orang lain.<br />
Akan ada kesulitan ketika pertama kali menulis, tapi yakinlah selanjutnya selalu akan lebih mudah. Sampai suatu saat ide untuk topik akan lebih cepat berdatangan dan Anda tidak akan memiliki waktu yang cukup untuk menulis semuanya. Saat ini, mudah bagi saya untuk mendapatkan ide, tapi memilih ide yang tepat untuk ditulis sama sulitnya. Tantangan blogger di semua tingkatan selalu ada. Tinggal bagaimana Anda menyikapinya dan belajar darinya.<br />
<h2>Bagaimana Anda Dapat Menciptakan Konten Yang Menarik?</h2>Pada tahap ini, Anda telah memiliki blog dan menata komputer Anda sehingga dapat menulis kapan saja tanpa harus terkoneksi ke Internet. Anda juga sudah tahu apa yang harus ditulis pertama kali. Nah, sekarang pertanyaannya bagaimana Anda dapat menciptakan konten yang menarik sehingga dibaca orang terus menerus?<br />
Menurut hemat saya, konten yang menarik bukanlah konten yang menurut Anda bagus. Semuanya harus dipikirkan dari perspektif seorang pembaca. Akan sangat membantu jika Anda memikirkannya sebagai aliran proses. Tentunya ini tergantung bagaimana pembaca Anda menemukan blog Anda.<br />
Katakanlah semuanya bermula dari mesin pencari. Untuk dapat ditemukan di sana, Anda harus menggunakan keyword atau kata kunci yang dipakai oleh para pemirsa. Artinya Anda perlu melakukan riset kata kunci yang tepat untuk dipakai di tulisan blog Anda. Proses ini, termasuk cara optimasi blog agar ditemukan di mesin pencari merupakan satu bidangnya sendiri yang dinamakan SEO atau Search Engine Optimization.<br />
Nah, saat menemukan tulisan Anda di mesin pencari... apa yang membuat seorang calon pembaca mengeklik halaman situs Anda? Sebuah judul yang menarik. Ya, judul tulisan Anda tidak boleh membosankan. Walaupun tulisan Anda mengenai topik yang sangat biasa, harus disuntikkan nyawa ke dalamnya agar hidup. Seni dan pengetahuan ini dinamakan copywriting.<br />
Setelah seorang pengunjung datang ke blog Anda, mereka akan mulai membaca. Kalimat pertama dan paragraf pendahulan haruslah menarik agar pembaca memutuskan untuk menelusuri keseluruhan konten. Di Internet, orang seringkali bergerak sangat cepat. Mereka dengan cepat bergerak dari atas peramban web ke bawah dan hanya berhenti jika benar-benar menemukan hal yang menarik.<br />
Dengan kata lain, Anda punya waktu yang sangat sedikit untuk menarik perhatian mereka. Dan bila konten Anda kuat dan berhasil menghibur atau membuat mereka berdecak kagum, mungkin mereka akan berlangganan RSS blog Anda. RSS itu pada dasarnya format berkas yang berisi konten blog Anda, yang dapat dibaca dari pembaca RSS. Seorang pelanggan tidak harus mengunjungi blog Anda untuk mengetahui apakah ada tulisan baru. Pembaca RSS akan memberitahu kepada mereka.<br />
Aliran proses itu dapat dijadikan panduan untuk menarik pemirsa. Penting diingat bahwa jika salah satu titik yang dijelaskan di atas lemah, pembaca mungkin saja memutuskan untuk berhenti dan tidak pernah kembali lagi. Dan aliran proses ini hanyalah suatu proses.<br />
Merupakan bidang yang lain pula bila Anda ingin menulis dengan gaya yang menarik. Beberapa orang memiliki talenta untuk yang satu ini sedangkan yang lain harus berimprovisasi sedikit demi sedikit. Harus diakui saya termasuk yang belakangan.<br />
Oh ya, satu lagi. Format tulisan pun bisa menentukan apakah konten Anda menarik atau tidak. Ingat bahwa pemirsa bergerak cepat. Jika konten Anda hanya kumpulan tulisan dengan paragraf panjang, tanpa format apa-apa, dalam satu halaman web, pembaca akan patah semangat dan mencari sumber daya lain. Mereka tidak punya banyak waktu kecuali Anda telah berhasil meyakinkan mereka tentang kualitas dan daya tarik tulisan tersebut.<br />
Salah satu cara yang suka saya pakai adalah dengan membagi-bagi tulisan menjadi beberapa bagian. Metode lain adalah dengan menulis dalam format yang mudah dicerna. Misalnya, 3 langkah membuat blog gratis. Setiap langkah akan merupakan sub-bagian dari artikel sehingga tidak terlihat sebagi suatu blok konten yang membosankan.<br />
<h2>Di Mana Anda Dapat Menemukan Gambar Gratis atau Murah Uuntuk Blog Anda?</h2>Orang bilang satu gambar bisa mengkomunikasikan seribu kata. Peran gambar bukan saja sebagai pendukung tulisan tapi juga sebagai jeda dalam suatu tulisan blog yang panjang. Tapi banyak yang bertanya-tanya di mana mereka dapat mencari gambar gratis atau murah untuk dipakai di blog.<br />
Banyak blogger lokal yang menggunakan gambar yang mereka temukan dari mana saja, termasuk Google Image, tanpa berpikir panjang. Pendekatan ini harus dilakukan dengan hati-hati sebab gambar dan foto bisa jadi merupakan karya yang ada hak ciptanya. Kecuali Anda punya izin khusus dari pemiliknya, sebaiknya jauhi gambar yang tidak jelas sumbernya.<br />
Untungnya, banyak pemilik gambar dan foto yang berbaik hati mengizinkan pemakaian foto mereka. <a href="http://www.flickr.com/">Flickr</a> contohnya adalah situs gambar dan foto yang sangat populer. Di sana Anda dapat mencari foto-foto yang dapat dipakai dengan gratis. Banyak gambar menarik yang untuk memakainya tidak perlu membayar royalti, hanya saja Anda harus memasang taut kembali kepada sumber.<br />
Jika Anda tidak keberatan membayar, <a href="http://www.istockphoto.com/">iStockPhoto.com</a> menawarkan jutaan foto berkualitas tinggi. Harga dimulai dari kira-kira USD 1 per foto ukuran kecil, cocok dipergunakan untuk blog.Angga Krisdanielhttp://www.blogger.com/profile/02019332173156771000noreply@blogger.com0tag:blogger.com,1999:blog-4073082899741371683.post-11350292522671349742012-02-29T00:34:00.001-08:002012-02-29T00:41:30.093-08:00Membuat Blog Lebih Menarik<h1 class="title"></h1><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzB5JONLqP-dWlQdCkxh6DbhVME6zWPQVMqg77fd2bY2qZIgSTZ-h03rxgL1K4WQBRU6zcNE9o-jy6R7XiE6xqJc8Rlz9dwZCRMVv5ls-dFYy_cxU0yeW_EQMfLBTgTd7a0E07nIPujXHz/s1600/blogging1.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzB5JONLqP-dWlQdCkxh6DbhVME6zWPQVMqg77fd2bY2qZIgSTZ-h03rxgL1K4WQBRU6zcNE9o-jy6R7XiE6xqJc8Rlz9dwZCRMVv5ls-dFYy_cxU0yeW_EQMfLBTgTd7a0E07nIPujXHz/s200/blogging1.jpg" width="200" /></a>Bagi sebagian orang, cara membuat blog sudah menjadi keahlian yang lazim dipakai sehari-hari, tapi bagi pemula yang baru ingin memulai... banyak tantangan yang harus dilalui dan pertanyaan yang belum terjawab. Dalam panduan ini, saya telah mengumpulkan beberapa sumber daya penting agar Anda dapat membuat sebuah blog dari nol.<br />
Harus diakui tidak akan mungkin mendiskusikan semuanya, Anda akan menemukan semua yang Anda butuhkan untuk membuat blog. Yang lebih penting lagi, panduan ini akan menuntun Anda agar dapat mencapai tujuan secepat mungkin dan juga mengembangkan blog Anda sehingga bukan hanya menjadi salah satu blog yang aktif sesaat saja. Bahkan, Anda mungkin bisa membuatnya sebagai salah satu sumber pendapatan Anda.<br />
Singkatnya, panduan cara membuat blog ini akan menerangkan bagaimana memilih platform blog yang baik sampai ke topik seperti membuat konten yang baik dan menarik perhatian pemirsa Anda. Tidak peduli apakah Anda ingin membikin blog pribadi ataupun mempersiapkan diri menjadi blogger independen sebagai bisnis rumahan atau sampingan, panduan ini akan membantu.<br />
Beberapa topik yang akan dikupas:<br />
<ul><li>Apa itu blog?</li>
<li>Mengapa Anda harus membuat blog?</li>
<li>Platform blog mana yang terbaik bagi Anda?</li>
<li>Cara buat blog gratis yang bagus, keunggulan dan kelemahannya</li>
<li>Apakah ada aplikasi yang memungkin Anda nge-blog tanpa online (dari desktop)?</li>
<li>Apa topik yang harus saya tulis?</li>
<li>Bagaimana Anda dapat menciptakan konten yang menarik?</li>
<li>Di mana Anda dapat menemukan gambar gratis atau murah untuk blog Anda?</li>
<li>Sumber daya lainnya yang bermanfaat untuk pembelajaran lebih lanjut</li>
</ul>Ada banyak informasi yang dapat dicerna di sini. Silakan menikmati apa yang tersedia. Semoga bermanfaat.<br />
<h2>Pengertian Blog</h2>Istilah blog menjadi populer akhir-akhir ini dan Anda mungkin punya ide apa yang dimaksud dengan blog tapi jika ditanya, semua orang pasti akan memiliki pendapat yang berbeda. Namun usaha untuk mengerti tentang blog itu penting, terutama bila Anda ingin menjadikannya sebagai suatu bisnis.<br />
Kata blog sebenarnya berasal dari gabungan dua kata yaitu, web dan log. Dengan kata lain, blog adalah kumpulan atau catatan pikiran, ide, foto, video, tautan dan apa saja tentang Anda. Secara teknis, kumpulan konten ini diurutkan secara kronologis terbalik. Yang terbaru di atas dan seterusnya ke bawah dan halaman berikutnya. Kumpulan tulisan singkat dapat saja dikatakan sebagai blog.<br />
Ada yang mengkategorikan lebih jauh menurut ciri-cirinya, yaitu memiliki judul, batang tubuh, komentar, tanggal serta waktu penulisan dan penerbitannya. Tapi ciri-ciri seperti ini semakin kabur seiring berjalannya waktu. Misalnya, salah satu perangkat lunak pembuat blog yang terkenal, WordPress, telah dikembangkan sedemikian rupa sehingga berubah fungsi. Sekarang ini, selain dipergunakan sebagai blog, WordPress juga dapat dijadikan alat bantu manajemen konten situs.<br />
Dari situs iklan baris sampai jejaring sosial, semua dapat dibangun menggunakan WordPress dan plugin-nya, yang mana merupakan cara memperluas dan menambah fasilitas pada kerangka dasar yang ada. Dengan kata lain, blog dapat dibuat sesederhana atau sekompleks mungkin dengan berbagai fitur tergantung apa yang diinginkan oleh pembuatnya.Angga Krisdanielhttp://www.blogger.com/profile/02019332173156771000noreply@blogger.com0