Датчик S+S Regeltechnik TW-MODBUS-EXTERN-DISPLAY

Цена: 25029 руб.

В наличии 9 шт.

Описание

Контроллёр точки росы S+S Regeltechnik TW-MODBUS-EXTERN-DISPLAY устанавливается на трубах горячего/холодного водоснабжения. Используемый датчиком метод измерения позволяет получить правильные результаты. Реле работает в диапазоне 0…100% относительной влажности и показывает высокую стабильность при эксплуатации. С помощью измеренных значений можно вычислить такие параметры как относительная влажность (%), абсолютная влажность (г⁄м³), соотношение компонентов смеси (г⁄кг), точка росы (°C), энтальпия (кДж ⁄кг) и температура окружающей среды (°C).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 мм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”>

Основные характеристики

Напряжение питания: 24 В перем. тока (±20%) и 15…36 В пост. тока (±10%)
Потребляемая мощность: < 1 ВА ⁄ 24 В пост. тока, < 2,2 ВА ⁄ 24 В перем. тока
Чувствительный элемент: цифровой датчик влажности со встроенным датчиком температуры, маленький гистерезис, высокая долговременная стабильность
Защита чувствительного элемента: мембранный фильтр
Диапазон измерения: 0…100% относительной влажности (влажность) −35…+ 80°C (температура)
Смещение нуля: ±10% относительной влажности (влажность) ±10°C (температура)
Температура окружающей среды: −30…+70°C
Среда: чистый воздух и неагрессивные, негорючие газы
Шинный протокол: Modbus RTU, диапазон адресов 0…247, с возможностью настройки
Корпус: пластик, полиамид, 30% усиление стеклянными шариками, с быстрозаворачиваемыми винтами, цвет транспортный белый аналогичен RAL 9016, крышка дисплея прозрачная
Размеры корпуса: 72x64x37,8 мм (Tyr1 без дисплея) 72x64x43,3 мм (Tyr 1 c дисплеем)
Присоединение кабеля: M16x1,5; с разгрузкой от натяжения, сменное исполнение, макс. внутренний диаметр 10,4 мм
Монтаж: бесконечная стяжная лента (хомут) с замком из металла, 300 мм, для труб до 3 дюймов (содержится в комплекте поставки). TW-Rohr -Modbus (TW-Modbus для труб с хомутом) для непосредственного монтажа на трубах. TW-extern-Modbus (TW-Modbus – наружный) с вынесенной чувствительной головкой (длина кабеля 1,5 м) для монтажа на трубах
Долговременная стабильность: ±1 % в год
Допустимая относительная влажность воздуха: <95%, без конденсата
Степень защиты: IP65 (согласно EN 60 529)
Опционально: двухстрочный дисплей с подсветкой 36×15 мм, для индикации измеренной влажности и/или температуры, а также выбираемых выходных величин

Поставщик: ООО “ОЗДС”