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РДКС-03РС реле контроля скорости

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Описание

Контроль скорости конвейера и наличия продукта РДКС-03РС

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  • Предназначение: Для норий

Реле контроля скорости РДКС-03 питается от промышленной сети переменного тока (~187-242 В, 49-51 Гц), а РДКС-03А – от переменного или постоянного напряжения 21-27 В.

Приборы радарного типа РДКС-01, предназначеные для контроля скорости движения норий (в том числе сдвоенных) с металлическими или пластиковыми ковшами, ленточных конвейеров и других промышленных установок. Принцип действия основан на эффекте Допплера.

Приборы радарного типа, предназначеные для контроля скорости движения норий (в том числе сдвоенных) с металлическими или пластиковыми ковшами, ленточных конвейеров и других промышленных установок. Принцип действия основан на эффекте Допплера.

  • Предназначение: Для норий

РДКС-03АРС обеспечивают блокировку конвейеров и других промышленных механизмов при пороговом изменении их скорости. Применяются совместно с отдельным двухпроводным или трёхпроводным датчиком любого типа, который вырабатывает импульсный или синусоидальный сигнал амплитудой от 2 В и частотой, прямо пропорциональной контролируемой скорости.

 

Приборы радарного типа, предназначеные для контроля скорости движения норий (в том числе сдвоенных) с металлическими или пластиковыми ковшами, ленточных конвейеров и других промышленных установок. Принцип действия основан на эффекте Допплера.

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