Терморегулятор S+S Regeltechnik KTR-090R110

Цена: 11880 руб.

В наличии 6 шт.

Описание

Механический канальный терморегуляторS+S Regeltechnik KTR-090R110 применяется для организации регулирования температурных процессов в воздушных неагрессивных средах. Широко применяется в системах отопления, вентиляции и кондиционирования воздуха. Являясь устройством с двумя ступенями срабатывания, рассчитан на регулирование температуры в диапазонах 0 .. +90°C | +90 .. +110°C.

Устройство терморегулятора

Корпус терморегулятора KTR-090R110 выполнен из пластика высокой ударной вязкости в виде монтажной коробки в уникальном дизайне Thor2, которая состоит из двух частей.
Верхняя часть выполнена в виде крышки с винтами, обеспечивающими плотное прилегание обеих частей корпуса друг к другу, тем самым защищая датчик от попадания внутрь пыли, влаги и других посторонних частиц – степень защиты IP65, класс защиты III. От нижней части отходит шток с чувствительным элементом, в качестве которого выступает измерительный механизм с жидкостным наполнением. Максимальная температура для капилляра +120°C. Установочная длина штока с чувствительным элементом составляет 205 мм с фланцем и 184 мм без фланца, диаметр штока 14 мм.

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+STB – терморегулятор (органы управления снаружи) + регулируемый предохранительный ограничитель температуры (органы управления внутри).

Монтаж и условия подключения

Установка прибора должна проходить в обесточенном состоянии, а подключение должно осуществляться к безопасно малому напряжению.

Аксессуары

В комплекте поставки терморегуляторов KTR содержится монтажный пластиковый фланец MF-14-K с прижимным винтом.

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”>

Схема подключения датчика:

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”>

Основные характеристики

Коммутационная способность: 24…250 B переменного тока +10%, 10 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…+90°C | +90…+110°C
Контакт: защищенный от пыли блок переключателей (переключающий) в качестве одно- или двухполюсного 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
Чувствительный элемент: крутильный измерительный механизм с жидкостным наполнением, датчик расширения жидкости
Монтажное положение: произвольное
Температура корпуса: -10…+65 °C, у корпуса
Допустимое отклонение: Tмин ±5 K; Tмакс ±3 K
Рабочая среда: воздух
Установочная длина: прибл. 205 мм (с фланцем); прибл. 184 мм (без фланца)
Монтаж ⁄ подключение: при помощи присоединительного фланца (содержится в комплекте поставки)
Электрическое подключение: 0,14 – 2,5 мм², по винтовым зажимам
Степень защиты: IP65 (согласно IEC 60 529)
ПРИНЦИП РАБОТЫ: TW, TR: контакты 2-3 размыкаются при увеличении температуры до установленного значения
STB: контакты 2-1 или 5-4 (двухступенчатое исполнение) размыкаются при увеличении температуры до установленного значения. Повторный запуск возможен только после охлаждения прибл. на 15 K-20 K, путем нажатия кнопки сброса

Поставщик: ООО “ОЗДС”