Термостат S+S Regeltechnik FST-5D-TYR2

Цена: 6063 руб.

В наличии 22 шт.

Описание

Механический термостат S+S Regeltechnik FST-5D-TYR2 оснащается релейным выходом. Пригоден для контроля температуры в теплообменниках, отопительных батареях, каналах систем вентиляции и кондиционирования воздуха в офисных и жилых помещениях.

Устройство термостата

Корпус термостата FST-5D-TYR2 выполнен в виде монтажной коробки в уникальном дизайне Tyr2, изготовлен из прочного пластика и состоит из двух частей.
Лицевая часть – крышка, оснащенная быстрозаворачиваемыми винтами, обеспечивает плотное прилегание и степень защиты IP65, надёжно защищая однополюсный микропереключатель от пыли. Переключатель в термостате срабатывает, если температура на длине капиллярной трубки не менее 40 см падает ниже заданного уровня (замыкание контактов C-2).
Контакты C-3 одновременно размыкаются и могут использоваться как сигнальные. Сброс в исходное состояние происходит автоматически (замыкаются контакты C-3), если температура снова поднимается выше заданного уровня.

Органы управления и индикации

В качестве органа управления выступает крутильный механизм с нанесённой шкалой, располагающийся внутри корпуса.
У приборов с ручным сбросом в положение НОЛЬ на крышке есть кнопка сброса.
Измерительный элемент выполнен в виде медного капилляра с жидкостным наполнением, который активен по всей длине. Термостат является «самозащищенным» устройством, т.е. при повреждении капиллярно-мембранной системы происходит автоматическое переключение в режим охлаждения.

Монтаж и условия подключения

Установка термостата предполагается на плоскую поверхность и должна проходить в обесточенном состоянии, а подключение должно осуществляться к безопасно малому напряжению. Капилляр прокладывается с теплой стороны защищаемого подогревателя воздуха (в случае устройств охлаждения воздуха — перед охлажденной зоной) на расстоянии прибл. 5 см, поперечно к теплообменным трубам, с покрытием всей площади. Чтобы протестировать прибор, рекомендуется закрепить одну петлю (примерно 20 см) непосредственно под корпусом и перед входным отверстием воздушного канала. Имитации замерзания можно добиться с помощью погружения тестовой петли капилляра в сосуд, заполненный холодной водой – это позволит смоделировать замерзание и убедиться в исправности устройства.
Во избежание повреждения капилляра учитывайте минимальный радиус изгиба – 20 мм.

Аксессуары

Термостат комплектуется пластиковыми скобами MK-05-K для крепления капилляра.
В качестве опции к заказу доступен ввод для капилляра KRD-04.

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 мм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”>

Схема подключения датчика:

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”>

Основные характеристики

Коммутационная способность: 10(2)A, 250 В переменного тока; благодаря использованию позолоченных контактов – также коммутация сигнальных напряжений <24 В
Диапазон настройки: -10…+15 °C, предустановлен на =5 °C
Разность температур включения и выключения: 2 ± 1 K (3,6 ± 1,8 °F)
Воспроизводимость: ±0,5 K (±0,9 °F)
Контакт: защищенный от пыли микропереключатель в качестве однополюсного, беспотенциального переключателя (переключающий)
Длина активного участка датчика: прибл. 40 см
Длина капиллярной трубки: 0,6-12 м
Сброс: FST-xD – автоматически, FST-xD-HR – вручную
Допустимая среда: воздух (FST-1 ⁄ 5 ⁄ 7 ⁄ 8); вода (FST-3)
Температура окружающей среды: максимальная рабочая температура: +70 °C (158 °F) минимальная рабочая температура: w + мин. 2 °C (мин. 3,6 °F) хранение⁄транспортировка: -30…+70 °C (-22…+158 °F)
Монтаж ⁄ подключение: при помощи монтажных скоб MK–05–K (содержатся в комплекте поставки)
Корпус: пластик, полиамид, 30 % усиление стеклянными шариками, цвет чистый белый (аналогичен RAL 9010)
Размеры корпуса: 108x70x73,5 мм (дизайн Tyr2)
Присоединение кабеля: M20x1,5 с разгрузкой натяжения
Материалы: листовые детали: оцинкованная сталь капиллярная трубка: медь ввод для капиллярной трубки: R 507 коммутационные контакты: серебро⁄никель (90 %⁄10 %) позолота (3 мкм)
Монтажное положение: произвольное
Электрическое подключение: 0,14-2,5 мм²
Степень защиты: IP65 (согласно EN 60 529)

Поставщик: ООО «ОЗДС»