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Датчик сбегания ленты ДС-3

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Описание

ДС-3 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.

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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.

Датчики предназначены для контроля сбегания ленты с приводного или натяжного барабанов норий (в том числе сдвоенных) с металлическими или пластиковыми ковшами.

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