UPDATE

5 Okt 2015

Arsitektur Von Neumann & Harvard ,Multipleksing

ARSITEKTUR VON NEUMANN & HARVARD


      Arsitektur von Neumann (atau Mesin Von Neumann) adalah arsitektur yang diciptakan oleh John von Neumann (1903-1957). Arsitektur ini digunakan oleh hampir semua komputer saat ini.

Arsitektur Von Neumann menggambarkan komputer dengan empat bagian utama: Unit Aritmatika dan Logis (ALU), unit kontrol, memori, dan alat masukan dan hasil (secara kolektif dinamakan I/O). Bagian ini dihubungkan oleh berkas kawat, “bus”
https://upload.wikimedia.org/wikipedia/commons/thumb/8/84/Von_Neumann_architecture.svg/


Arsitektur Harvard memiliki dua memori yang terpisah satu untuk program (ROM) 
dan satu untuk data (RAM), yang mana arsitektur ini merupkan kebalikkan dari arsitektur 
komputer model von nuemann, jika von neuman mengabungkan ROM dan RAM menjadi 
satu maka arsitektur harvard maka kedua memori tersebut dipisahkan.

Diagram arsitektur model harvard


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

Dalam elektronik, telekomunikasi, dan jaringan komputer, multipleksing adalah istilah yang digunakan untuk menunjuk ke sebuah proses di mana beberapa sinyal pesan analog atau aliran data digital digabungkan menjadi satu sinyal. Tujuannya adalah untuk berbagi sumber daya yang mahal. Contohnya, dalam elektronik, multipleksing mengijinkan beberapa sinyal analog untuk diproses oleh satu analog-to-digital converter (ADC), dan dalam telekomunikasi, beberapa panggilan telepon dapat disalurkan menggunakan satu kabel.

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