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РДКС-04 устройство контроля скорости

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Описание

Устройство контроля скорости РДКС-04 (далее - «УКС») предназначено для бесконтактного дистанционного контроля скорости, пробуксовки, проскальзывания и разрыва ленты одиночной и сдвоенной нории, ленточного конвейера, а также других промышленных установок. В случае выхода линейной или угловой скорости механизма за пределы установленного диапазона УКС выдает электрический сигнал на его аварийную остановку или на включение предупредительной сигнализации.

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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.

  • 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.

  • 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 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.

Реле контроля скорости РДКС-03РС питается от промышленной сети переменного тока (~187-242 В, 49-51 Гц), а РДКС-03АРС – от переменного или постоянного напряжения 21-27 В. Устройства могут устанавливаться как в электрощитовых помещениях, так и внутри взрывоопасной зоны (категория до ВIIа включительно).

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