Датчик сбегания ленты ДС-2
- Самовывоз из офиса
- Курьер СДЭК
- Самовывоз со склада
- Другие транспортные службы
- Наличными при получении
- Безналичный перевод
- Банковский перевод
ДС-2 Микроволновый датчик сбегания ленты и подпора нории
Датчики предназначены для контроля сбегания ленты с приводного или натяжного барабанов норий (в том числе сдвоенных) с металлическими или пластиковыми ковшами. На нориях с металлическими ковшами приборы также выполняют функцию датчика подпора восходящей ветви. Могут использоваться для контроля расстояния до других движущихся механизмов. Представляют собой микроволновые радары, принцип действия которых основан на эффекте Допплера. Устанавливаются снаружи на короб нории в подготовленные отверстия, направляют на ковши радиолуч и анализируют амплитуду отражённого от них сигнала. При пороговом приближении ковшей или их удалении, а также при появлении перед прибором слоя продукта (то есть при подпоре) датчик переключается в противоположное состояние.
ДС-2 – двухпроводный, работает как концевой выключатель в любых релейных и пусковых схемах напряжением от 20 до 250 В постоянного или переменного тока. Замыкает цепь пускателя, когда расстояние от прибора до ленты в норме и размыкает её при сбегании ленты и при подпоре. При необходимости с помощью встроенного переключателя логика работы прибора может быть изменена на противоположную.
Монтаж ДС-2 производится без изменений в релейных схемах управления и не требует прокладки кабелей: датчики включаются последовательно с кнопками "СТОП", которые установлены в головках и башмаках действующих норий. На сдвоенных нориях датчики устанавливаются на противоположные стороны короба и раздельно контролируют сбегание каждой ленты. ДС-2 остаются в "замкнутом" состоянии на время разгона механизма, поэтому их включение в цепь управления не влияет на процесс запуска. Датчик защищён от короткого замыкания в нагрузке.
Напряжение питания ДС-3 - сеть 220 В, а выходной сигнал - перекидной контакт реле.
Расстояние от датчика до ковшей может составлять от 3 до 30 см. Задержка срабатывания каждого датчика – 4-6 сек. Порог срабатывания всех приборов по расстоянию задаётся в пределах от 2 до 8 см. Приборы имеют разовую настройку на весь срок службы, не реагируют на пыль, перепады температуры и влажности. Степень защиты корпуса от пыли и воды – IP54, диапазон рабочих температур - от -40 до + 40ОС.
НАЗНАЧЕНИЕ ДС-2
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
Датчики предназначены для контроля сбегания ленты с приводного или натяжного барабанов норий (в том числе сдвоенных) с металлическими или пластиковыми ковшами.
Датчики предназначены для контроля пороговых уровней неабразивных (зерновое и незерновое растительное сырьё, мука, комбикорм, неагрессивные порошковые смеси, цемент, известь, стройматериалы и т. д.) сыпучих продуктов.