Topologi Mesh
opologi mesh adalah suatu bentuk hubungan antar perangkat dimana setiap perangkat terhubung secara langsung ke perangkat lainnya yang ada di dalam jaringan.
Kelemahan:
Membutuhkan banyak kabel.semakin banyak komputer di dalam topologi mesh maka diperlukan semakin banyak kabel
Karena setiap komputer harus terkoneksi secara langsung dengan komputer lainnya maka instalasi dan konfigurasi menjadi lebih sulit.
agak sulit menginstal.
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)
Keuntungan
•Keuntungan utama dari penggunaan topologi mesh adalah toleransi kesalahan.
•Terjaminnya kapasitas channel komunikasi, karena memiliki hubungan yang berlebih.
Relatif lebih mudah untuk dilakukan troubleshoot.Kelemahan:
Membutuhkan banyak kabel.semakin banyak komputer di dalam topologi mesh maka diperlukan semakin banyak kabel
Karena setiap komputer harus terkoneksi secara langsung dengan komputer lainnya maka instalasi dan konfigurasi menjadi lebih sulit.
agak sulit menginstal.
Sulitnya pada saat melakukan instalasi dan melakukan konfigurasi
ulang saat jumlah komputer dan peralatan-peralatan yang terhubung semakin meningkatjumlahnya.
Biaya yang besar untuk memelihara hubungan yang berlebih
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