Приемопередатчики бывают одно- и двухволоконными Как мы выбираем, и какие их отличия и преимущества? Давай узнать об этом! модуль с одним волокном также называется WDM модуль , он использует WDM технология для реализации двунаправленной передачи оптических сигналов по одному оптическому волокну. BIDI модуль имеет только 1 порт, волновая фильтрация через фильтр модуля, и завершила передачу 1310нм оптический сигнал и прием 1550нм оптического сигнала, или напротив. поэтому модуль следует использовать парами.
общая длина волны BIDI оптический модуль SFP : TX1310 / RX1550нм; TX1550 / RX1310нм; TX1490 / RX1550нм; TX1550 / RX1490нм; TX1310нм / Rx1490нм; TX1490нм / Rx1310нм
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)
10G SFP + : TX1270 / RX1330нм; TX1330 / RX1270нм
![](/js/htmledit/kindeditor-en/attached/20170301/20170301180209_52290.png)
модуль с двумя волокнами имеет два порта , tx - порт передачи, RX получает порт. для передачи и приема требуется одно оптическое волокно.
общая длина волны двухволоконного оптического модуля SFP : 850нм; 1310нм; 1550нм 10G SFP + : 850нм; 1310нм; 1550нм Преимущества BIDI модуль : BIDI оптический модуль относительно дорогой, но экономия ресурсов волокна , требуется только одно волокно. это лучший выбор для пользователей с недостаточными волоконными ресурсами. Преимущества двухволоконного модуля : Модуль с обоих концов не должны использоваться парами, любые 2 могут быть соединены. Это дешевле, чем BIDI оптический модуль , но требуется два волокна, можно выбрать модуль с двумя волокнами, если ресурсов оптического волокна достаточно.
![](/js/htmledit/kindeditor-en/attached/20170301/20170301181203_44547.png)
Как модули с одним волокном для экономии ресурсов волокна Вы будет знать из ниже рисунок.
Для пример: двухволоконный модуль - 6 / шт., однопроволоконный - 10 / шт., патч-корд - 0,15 / шт.![](/js/htmledit/kindeditor-en/attached/20170301/20170301181246_12398.png)
Который как вы думаете, более экономичен? я верю, что вы знаете ответ!
BiDi оптический модуль может быть немного дороже, чем обычный оптический модуль, но он может сэкономить вам на стоимости оптического кабеля от вся сеть программа. ETU-Link предлагает различные скорости совместимости BiDi оптические модули, имеет 3-5К запас каждый месяц. Если планируете приобрести BiDi оптические модули для построения или обновления сети, обращайтесь к нам или посетите наш веб-сайт! www.etulinktechnology.com