Описание

Электронный терморегулятор S+S Regeltechnik TET-24VDC применятся для организации регулирования температурных процессов, протекающих в помещениях с высокой влажностью, а также пригоден для контроля и регулирования температуры в тепловырабатывающих установках, в ОВК- системах, холодильных камерах и других промышленных помещениях. Рассчитан на регулирование температуры диапазоне от -10 до +120°C (выставляется потенциометром).

Устройство терморегулятора

Корпус терморегулятора TET-24VDC выполнен в виде монтажной коробки в уникальном дизайне и изготовлен из прочного пластика. Передняя часть корпуса чёрного цвета, а боковые и задняя – серого.

Органы управления и индикации

В качестве органа управления выступают крутильный потенциометры с нанесённой температурной шкалой.

Монтаж и условия подключения

Установка прибора предполагается на DIN- рейку и должна проходить в обесточенном состоянии, а подключение должно осуществляться к безопасно малому напряжению.

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” 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Схема подключения датчика:

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”>

Основные характеристики

Напряжение питания:	24 В постоянного тока +10%⁄–15% или 24 B переменного тока или 230 B переменного тока, +10%⁄–15%, 50–60 Гц
Потребляемая мощность:	2,5 В·А
Диапазон регулирования:	−10…+30°C; +20…+80°C; +60…+120°C, переключаемый
Вход:	Pt1000
Выход:	реле в качестве однополюсного беспотенциального переключателя, 1 переключающий
Коммутируемая мощность:	макс. 6 A, 250 В переменного тока (контактная нагрузка) AC – 15, 120 B⁄3,5 A, 240 B⁄3 A DC – 13, 24 B⁄2,5 A EN 60947-5-1, VDE 0435
Разность температур включения и выключения:	настраиваемая
Срок службы:	переключающий контакт: 5*106; механический: 1*105
Условия окружающей среды:	−20…+60°C, без конденсата
Индикатор состояния:	светодиодный
Корпус:	пластик, цвет — черно-серый аналогичен RAL 7021 и светло-серый аналогичен RAL 7035, ширина: 45 мм, 3 TE (делительные единицы)
Электрическое подключение:	0,14–2,5 мм², по винтовым зажимам
Монтаж:	на DIN-рейку
Относительная влажность:	<90%, без конденсата
Степень защиты:	IP20 с лицевой стороны (согласно EN 60 529)
Принцип работы:	Нижний потенциометр используется для настройки диапазона анализа. Можно выбрать один из трех диапазонов: −10…+30°C; +20…+80°C; +60…+120°C. При помощи потенциометра «Setpoint («уставка) устанавливается контролируемая температура; потенциометром «Hyst. («гистерезис) задаются пороги переключения (гистерезис). Если температура на Pt1000 поднимается выше значения «уставка+гистерезис, выходное реле переводится в исходное положение (выключается).

Поставщик: ООО “ОЗДС”