Терморегулятор S+S Regeltechnik ALTR-090

Цена: 3327 руб.

В наличии 19 шт.

Описание

Механический накладной терморегуляторS+S Regeltechnik ALTR-090 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 +60°C.

Прибор работает как на нагрев, так и на охлаждение.

Устройство терморегулятора

Корпус терморегулятора ALTR-090 выполнен из пластика усиленного стекловолокном и представляет собой монтажную коробку, на нижней части которой располагается измерительный элемент – капилляр.
Максимальная температура для капилляра +110°C. Степень защиты корпуса IP40, 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 пружины 220 мм (содержится в комплекте поставки).Размеры:

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 мм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 кг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” 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Схема подключения датчика:

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”>

Основные характеристики

Коммутационная способность: 16(4)A; 24…250 B переменного тока (контактная нагрузка) при 24 B переменного тока мин. 150 мА
Макс. температура датчика: +110°C
Диапазон температур 0…+90°C
Контакт: защищенный от пыли блок переключателей в качестве однополюсного, беспотенциального переключателя (переключающий)
Корпус: акрилонитрил-бутадиенстирол (ABS), усилен стекловолокном, нижняя часть: оцинкованная сталь, верхняя часть: цвет серый, M16x1,5
Температура корпуса: –35…+65 °C
Допустимое отклонение: Tмин ±5 K; Tмакс ±5 K
Чувствительный элемент: биметаллический
Размеры корпуса: 38x48x103 мм
Монтаж ⁄ подключение: при помощи стяжной пружины 220 мм, из металла (содержится в комплекте поставки)
Электрическое подключение: 0,14-1,5 мм2, по винтовым зажимам
Степень защиты: IP40 (согласно EN 60 529)
ПРИНЦИП РАБОТЫ: Нагрев: Контакт C-1 соединен проводами;
Охлаждение: Контакт C-2 соединен проводами

Поставщик: ООО “ОЗДС”