Датчик S+S Regeltechnik ALTF1-LM235Z-ПВХ-1,5M

Цена: 2216 руб.

В наличии 15 шт.

Описание

Контактный датчик S+S Regeltechnik ALTF1-LM235Z-ПВХ-1,5M предназначен для измерения температуры поверхности твёрдого тела, оснащен пассивным выходом и рассчитан на измерение температуры от -35 до +180°C (в зависимости от типа кабеля). Сенсор определяет температуру среды – например, температуру жидкости в трубе, посредством измерения температуры поверхности этой трубы.

Устройство датчика

Датчик ALTF1-LM235Z-ПВХ-1,5M представляет собой стальную гильзу с запаянным внутри термосопротивлением. К гильзе приварена предварительно загнутая накладная площадка для плотного прилегания датчика к поверхности тела. От гильзы отходит кабель, который может быть изготовлен из материала на выбор – ПВХ выдерживает температуру среды до 105 °C, силикон – до 180°C, тефлон – до 250°C. Стандартная длина кабеля составляет 1,5 м, но возможно изготовить датчик с любой необходимой длиной кабеля применимой к датчикам с пассивным выходом. Степень защиты гильзы IP65, опционально датчики изготавливаются со степенью защиты IP68 (гильза помещается в литую водонепроницаемую оболочку).

Монтаж и условия подключения

Подключение датчика осуществляется по двухпроводной схеме (опционально четырехпроводная схема подключения).
Установка прибора должна проходить в обесточенном состоянии, а подключение должно осуществляться к безопасно малому напряжению.

Аксессуары

В комплект поставки датчика входит стяжная лента-хомут.
С накладными датчиками производитель рекомендует использовать теплопроводящую пасту WLP-1.
ВНИМАНИЕ! паста не содержится в комплекте поставки.

Размеры:

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”>

Схема подключения датчика:

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”>

Основные характеристики

Диапазон измерения: -35…+105 °C ПВХ
-35…+180°C силикон
(Tмax NTC =150°C, Tмax LM 235 Z=125 °C)
Чувствительные элементы /выход: пассивный PT100, PT1000, NI1000, NI1000TK5000, NTC1, 8K, NTC10K, NTC20K, NTC30K, NTC50K, KTY 81-210, LM235Z FET
Тип подключения: по двухпроводной схеме (опционально – четырехпроводное подключение)
Измерительный ток: прибл. 1 мА
Корпус: из пластика, полиамид, цвет сигнальный белый (аналогичен RAL9003)
Соединительный кабель: прибл. 135 мм, 2×0,25 мм²
Присоединительная головка: алюминий
Монтаж ⁄ подключение: бесконечная стяжная лента-хомут с замком из металла
Сопротивление изоляции: 100 МОм, при 20°C (500 В постоянного тока)
Влажность (относительная): <95%
Степень защиты: IP65 (согласно EN 60 529) исполнение с влагонепроницаемой запрессовкой

Поставщик: ООО “ОЗДС”