Преобразователь Shuft ESF-35-1

Цена: 21426 руб.

В наличии 17 шт.

Описание

Преобразователm скоростиShuft ESF-35-1 предназначен для измерения и регулирования скорости потока воздуха, в том числе в вентиляционных каналах.
Преобразователm ESF-35-1 применяtтся в системах механической вентиляции. Работа приборf основана на охлаждающем действии воздуха при увеличении его скорости. Оно измеряется и преобразуется в сигнал от 4 до 20 мА или от 0 до 10 В в зависимости от скорости воздуха. За счет использования микропроцессора выходной сигнал линейный и корректируется при изменении температуры. При подключении стандартного аналогового прибора скорость воздуха и температура могут считываться дистанционно.
Прибор имеtт отдельный выход 0-10 В сигнала температуры воздуха (0-50°С). Преобразователь ESF-35-1 оснащен дополнительным релейным выходом 6 А, 250 В, который срабатывает при заданной скорости. Настройка производится потенциометром, находящимся под крышкой, как и таймер задержки (0-120 с.)
Приборы предназначены для внутренней установки.

Размеры:

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”>

Основные характеристики

ESF-35-1|ESF-35-2
Диапазон измерения скорости 0,5-8 или 0,5-16 м/с
Выходной сигнал (скорость потока) 4-20 мА(Rl<500Ом) или 0-10 В (макс. 5 мА)
Температура потока воздуха -10…+60 °С
Окружающая температура -20…+50 °С
Напряжение питания 24 ±15% В, 50/60 Гц (120 мА), или 16-30 В= (80 мА)
Точность измерения ±5% от считываемого значения
Минимальная точность измерения ±0,4 м/с (при скорости 0,5-16 м/с)
Инерционность 20 с
Постоянная времени 5 с
Глубина погружения 50-185 мм
Диапазон измерения температуры 0.50 °С
Выходной сигнал (температура) 0-10 В (макс. 5 мА)
Степень защиты IP54
Размеры корпуса 80x80x55 мм

Поставщик: ООО “ОЗДС”