Преобразователь Shuft TTA 011/HY

Цена: 7800 руб.

В наличии 7 шт.

Описание

Комнатный преобразователь температурыShuft TTA 011/HYпредназначен для преобразования значений температуры воздуха в месте своего расположения в сигнал 0–10 В. Применяется для контроля температуры в жилых, офисных и торговых помещениях.

Размеры:

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”>

Основные характеристики

Диапазон измерения
0…+50°С
Выход 0-10B(RL>1000 Ом)
Точность измерения ±1°С
Напряжение питания 24…35 В= или 24 В~
Датчик NTC
Собственное потребление <1 Вт
Нагрузка RL <50 Ом, 11…17 В=
RL <500 Ом, 21…24 В=
Рабочая температура 0…+50°С при 10…90% влажности (без конденсации)
Температура хранения -20…+70°С при <95% влажности
Корпус Самозатухающий АБС-пластик(RAL9010)
Степень защиты IP30, класс II
Размеры 144x82x34мм
Вес (макс.) 180 г

Поставщик: ООО “ОЗДС”