Терморегулятор S+S Regeltechnik ALTR-7

Цена: 10400 руб.

В наличии!

Описание

Механический накладной терморегуляторS+S Regeltechnik ALTR-7 применятся для организации регулирования температурных процессов, протекающих в трубопроводах, горячего и холодного водоснабжения, котельных и пр. Широко применяется в системах отопления, вентиляции и кондиционирования воздуха. Являясь устройством с одной ступенью срабатывания, рассчитан на регулирование температуры диапазоне от 0 до +120°C.

Прибор работает как на нагрев, так и на охлаждение.

Устройство терморегулятора

Корпус терморегулятора ALTR-7 выполнен в виде монтажной коробки в уникальном дизайне Thor2 и изготовлен из пластика усиленного стеклянными шариками. На нижней части корпуса располагается измерительный элемент – капилляр.
Максимальная температура для капилляра +130°C. Степень защиты корпуса IP65, класс защиты I.

Органы управления и индикации

В качестве органа управления выступает крутильный механизм с нанесённой температурной шкалой. В зависимости от модификации прибора, механизм может располагаться НА или ПОД крышкой корпуса.
TR – терморегулятор (органы управления снаружи)
TW – терморегулятор (органы управления внутри)

Монтаж и условия подключения

Установка прибора должна проходить в обесточенном состоянии, а подключение должно осуществляться к безопасно малому напряжению.
Монтаж терморегулятора осуществляется с помощью металлической стяжной ленты 300 мм (содержится в комплекте поставки).Размеры:

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 мм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”>

Схема подключения датчика:

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”>

Основные характеристики

Коммутационная способность: 24…250 B переменного тока +10%, 16 A, cos φ=1,0 (контактная нагрузка)
24…250 B переменного тока +10%, 1,5 A, cos φ=0,6 при 24 B переменного тока мин. 150 мА
Диапазон температур: 0…+120°C
Контакт: защищенный от пыли блок переключателей (переключающий) в качестве однополюсного, беспотенциального переключателя
Корпус: пластик, полиамид, 30% усиление стеклянными шариками, с быстрозаворачиваемыми винтами, цвет чистый белый (аналогичен RAL 9010)
Размеры корпуса: 108x70x73,5 мм (Thor II)
Присоединение кабеля: M20x1,5 с разгрузкой натяжения
Температура корпуса: -35…+65 °C
Допустимое отклонение: Tмин ±5 K; Tмакс ±5 K
Исполнение: крутильный измерительный механизм с жидкостным наполнением
Монтаж ⁄ подключение: бесконечная стяжная лента металлическая с замком (содержится в комплекте поставки)
Размеры стяжной ленты: Ø=13-92 мм (¼ – 3″), L=300 мм
Электрическое подключение: 0,14-2,5 мм2, по винтовым зажимам
Степень защиты: IP65 (согласно EN 60 529)
ПРИНЦИП РАБОТЫ: Нагрев: (на шкале) заданное значение соответствует порогу отключения обогрева. Порог включения расположен ниже на величину зоны нечувствительности. Контакт 2-3 размыкается при увеличении температуры до установленного значения.
Охлаждение: установленное (на шкале) заданное значение соответствует порогу включения охлаждения. Порог отключения расположен ниже на величину зоны нечувствительности. Контакт 1-2 замыкается при увеличении температуры до установленного значения.

Поставщик: ООО “ОЗДС”