Описание

Механический канальный терморегулятор S+S Regeltechnik KTR-50140 применяется для организации регулирования температурных процессов в воздушных неагрессивных средах. Широко применяется в системах отопления, вентиляции и кондиционирования воздуха. Являясь устройством с одной ступенью срабатывания, рассчитан на регулирование температуры диапазоне от +50 до +140°C.

Устройство терморегулятора

Корпус терморегулятора KTR-50140 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 +135 °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 – терморегулятор (органы управления снаружи)

Монтаж и условия подключения

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

Аксессуары

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

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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%, 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:	+50 .. +140°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:	108×70 x 73,5 мм (Thor II)
Присоединение кабеля:	M20 x 1,5 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”