Датчик S+S Regeltechnik KFTM-LQ-CO2-W-LCD-TYR-2

Цена: 56351 руб.

В наличии 6 шт.

Описание

Не нуждающийся в техническом обслуживании, управляемый микропроцессором канальный датчик S+S Regeltechnik KFTM-LQ-CO2-W-LCD-TYR-2 служит для измерения всех важных параметров микроклимата в помещении. К таким параметрам относятся влажность воздуха, температура, концентрация CO2 и качество воздуха (VOC). Все измеренные значения преобразовываются в нормированный сигнал (0-10 В или 4…20 мА). В качестве опции измеренные значения могут постоянно отображаться на дисплее. Микроклимат в помещении эффективно контролируется и регулируется благодаря измерению четырех параметров с помощью одного прибора. Датчик KFTM-LQ-CO2-W-LCD-TYR-2 определяет содержание CO2 в диапазоне от 0 до 2000 млн-1 или от 0 до 5000 млн-1, допускает выбор одного из трех уровней чувствительности для определения VOC: LOW / MEDIUM (стандартный диапазон) / HIGH, измеряет температуру в диапазоне от –35 до +80°C, а также относительную влажность воздуха от 0 до 100%.

Относительная влажность (в процентах) является частным от деления парциального давления ненасыщенного водяного пара на давление насыщенного пара при той же температуре. Как элемент измерения относительной влажности и температуры цифровой чувствительный элемент с высокой долговременной стабильностью гарантирует точные результаты измерения. Содержание углекислого газа в воздухе определяется с помощью оптического недисперсионного инфракрасного анализатора (NDIR). Диапазон чувствительности датчиков откалиброван в расчете на стандартный случай применения – для жилых помещений, конференц-залов и т. д. Вентиляция по мере необходимости, улучшение самочувствия, дополнительная выгода, улучшенная комфортность и снижение эксплуатационных расходов благодаря энергосбережению – это лишь некоторые преимущества, обеспечиваемые применением датчика AERASGARD® CO2.

В зависимости от вышеописанного исполнения приборы бывают как для измерения СО2, так и для измерения VOC, однако, мы считаем, что первостепенно применение для сочетания обоих показателей. При этом важно, чтобы данные оба показателя не преобразовывались друг в друга и не образовывали друг от друга производных. Прибор с NDIR-датчиком для измерения СО2 работает избирательно, он не определяет VOC, а датчик смешанных газов не обнаруживает молекулы СО2.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”>

Схема подключения датчика:

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 мм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”>

Основные характеристики

Защита чувствительного элемента: Диапазон измерения влажности: Погрешность измерения влажности: Диапазон измерения температуры: Рабочий диапазон температур: Погрешность измерения температуры: Выходной сигнал температуры: Диапазон измерения чистоты воздуха: Температура окружающей среды:
Напряжение питания: 24 В перем./пост. тока (±10%)
Потребляемая мощность: < 4.8 W/24 В пост, тока обычно; < 6.В В А/24 В перем. тока обычно; пиковый ток 200 мА
Выходы: 0-10 В или 4…20мА (можно выбрать при помощи DIP-переключателя. выбранный вариант является единым для всех выходов), нагрузка <В00 Ом
ВЛАЖНОСТЬ
Чувствительные элементы: цифровой датчик влажности со встроенным датчиком температуры, малый гистерезис, высокая долговременная стабильность
пластиковый спеченный фильтр, 0 16 мм, L=35 мм, сменный (опционально — металлокерамический фильтр, 0 16 мм. L=32 мм)
0…100% относительной влажности (на выходе соответствует 0-10 В или4…20 мА)
Рабочий диапазон влажности: 0…95% относительной влажности (без конденсата)
±3 % относительной влажности (20…80%) при +20 °С. иначе ±5% относительной влажности
Выходной сигнал влажности: 0-10 В или 4…20 мА (выбирается при помощи DIP-переключателя)
ТЕМПЕРАТУРА
-35…+80°С (на выходе соответствует 0-10 В или 4…20 мА)
-Ю…+60°С
±0.8 К при +20 °С. нормальные условия
0-10 В или 4…20 мА (выбирается при помощи DIP-переключателя)
КАЧЕСТВО ВОЗДУХА (VOC)
Анализатор качества воздуха. чувствительный элемент V0C (металлооксидный) с автоматической калибровкой (volatile organic compounds=летучие органические вещества)
0…100% чистоты воздуха: относительно капибровочного газа; переключение диапазонов измерения (при помощи DIP-переключателя) VOC: low. medium, high
Выходной сигнал: 0-10 В (0 8=чистый воздух. 10 В=загрязненный воздух) или 420 мА (выбирается при помощи DIP-переключателя) (порог срабатывания, настраиваемый в пределах от 0 до 100% от выходного сигнала)
Погрешность измерения: ±20% верхнего предельного значения (относительно калибровочного газа)
Долговечность: > 60 месяцев (при нормальной нагрузке)
УГЛЕКИСЛЫЙ ГАЗ (СО2)
Анализатор углекислого газа: оптический недисперсионный инфракрасный анализатор (NDIR) с автоматической калибровкой
Диапазон измерения С02: переключение диапазонов измерения (при помощи DIP-переключателя) 0…2000 млн1: 0…5000 млн1
Выход С02: 0-10 В или 4 ..20 мА (выбирается при помощи DIP-переключателя)
Погрешность измерения СО?: ±30 млн1и ±3 % измеренного значения
Температурная зависимость: ±5 млн’1/°С или ±0.5% измеренного значения/°С (зависит от того, что больше)
Зависимость от давления: ±0.13 %/мм рт. ст.
Долговременная стабильность: <2 % за 15 лет
Газообмен: диффузия
Релейный выход: беспотенциальный переключающий 24 В (присваивается с помощью DIP-перекпючатепя)
-10…+60 °С
Время срабатывания: < 2 минут
Эл. подключение: 0,14-1,5 мм2, по винтовым зажимам
Корпус: пластик, полиамид, 30% усиление стеклянными шариками, с быстрозаворачиваемыми винтами (комбинация шлиц / крестовой шлиц), цвет – транспортный белый (аналогичен RAL 9016). крышка дисплея прозрачная!
Размеры корпуса: 126х90х50 мм (Туг 2)
Присоединение кабеля: М 16×1,5; с разгрузкой от натяжения, сменное исполнение
Защитная трубка: PLEUROFORMM, полиамид (РА6), блокировка от прокручивания, 0 20 мм. без фильтра: NL=202,5 мм, с пластиковым фильтром: NL=235 мм (опционапьно с метаппокерамическим фильтром: N1=227 мм)
Монтаж / подключение: при помощи фланца из пластика (содержится в комппекте поставки)
Класс защиты: III (согласно EN 60 730)
Степень защиты: IP 65 (согласно EN 60 529), только корпус! (PLEUROFORM IP 30)
Нормы: соответствие СЕ-нормам, электромагнитная совместимость согласно EN 61326, директива 2004/10В/ЕС «Электромагнитная совместимость
Опционально: дисплей с подсветкой, трехстрочный, вырез ок. 70×40 мм (ширинахвысота), для индикации измеренной влажности, температуры, измеренного качества воздуха и/или содержания углекислого газа

Поставщик: ООО “ОЗДС”