Описание
Новый клапан Belimo P6125W3100EV-BAC является следующим этапом развития клапана EPIV — клапана с расходом, не зависящим от перепада давления на клапане, и оборудованным электронным датчиком расхода. Как и EPIV, клапан Energy Valve может выполнять четыре функции — измерение расхода, управление с помощью электропривода, динамическую балансировку системы и запорную функцию.Значительно упрощается корректный подбор регулирующего органа — не требуется расчет перепадов давления для определения Kvs, подбор осуществляется только по расходу тепло- или холодоносителя. С помощью коррекционного диска специального сечения достигается максимальное качество регулирования, а полная герметичность клапана обеспечивает дополнительное энергосбережение.Расход непрерывно измеряется с помощью встроенного датчика расхода. Настройка системы (расходов) осуществляется максимально просто и быстро. Балансировка системы происходит автоматически (динамическая балансировка).Новая функция мониторинга энергии. В конструкцию клапана добавлены два датчика, измеряющие температуры на подающем и обратном трубопроводах.Вместе с динамически измеряемым значением расхода, измерение разности температур позволяет осуществлять постоянный мониторинг количества тепловой энергии. Данные значения могут быть просмотрены либо по месту через ноутбук, либо через систему управления, благодаря чему система отопления\охлаждения может быть оптимизирована с целью достижения максимального энергосбережения. Значения расхода Vmax могут задаваться индивидуально для каждого клапана через встроенный WEB-сервер (интерфейс RJ45-Ethernet), через систему управления либо с помощью программатора ZTH EU.Кроме того, клапаны Energy Valve также позволяют задавать и поддерживать разность температур между подающим и обратным трубопроводами (ΔТ-менеджер) — данная функция существенно повышает энергоэффективность системы.
Принцип действия
Energy Valve состоит из четырех частей — регулирующего шарового клапана с коррекционным диском, измерительной трубки с расположенным на ней датчиком скорости среды и контроллером, двух температурных датчиков, а также электропривода. На электроприводе устанавливается максимальное значение расхода Vmax в диапазоне от Vnom.
При этом установленное значение Vmax автоматически привязывается к верхней границе диапазона управляющего сигнала (как правило, 10 В). Поскольку клапан обладает равнопроцентной характеристикой регулирования, зависимость расхода от величины управляющего сигнала также является равнопроцентной. Кроме того, опционально управляющий сигнал может быть привязан к углу открытия клапана или к количеству тепла (режим «power control», см. табл. со значениями мощности в кВт для каждого DN на стр. 14).Стандартный управляющий сигнал электропривода (заводская уставка) — 0(2)…10 В. Привод может также работать в сети BACnet или MP bus. Расход тепло-/холодоносителя, протекающего через измерительную трубку, измеряется с помощью датчика. В вычислительном блоке электропривода измеренное датчиком значение расхода сравнивается с заданным значением. Формируется сигнал рассогласования, на основании которого электропривод перемещает шар регулирующего шарового клапана в необходимое положение. Угол поворота шара α изменяется в зависимости от изменения перепадов давлений в системе, при этом осуществляется динамическая балансировка системы и обеспечивается поддержание необходимого расхода среды.
Максимальное значение расхода Vmax может быть задано в диапазоне 30…100% от номинального паспортного значения Vnom для Energy Valve DN 15—50 или 45…100% от Vnom для Energy Valve DN 65—150. При этом наименьшее эффективно контролируемое количество тепло- или холодоносителя составляет 1% от Vnom для Energy Valve DN 15—50 или 2,5% от Vnom для Energy Valve DN 65—150.
Минимальный перепад давления на клапане Δpmin для корректной работы (стабильного поддержания расхода) зависит от DN клапана и соотношения Vmax / Vnom. Значения Δpmin находятся в диапазоне от 2 кПа и выше.
Технические характеристики:
Электрические параметры
Номинальное напряжение
24 В – 50 Гц /24 В=
Диапазон номинального напряжения
19,2…28,8 В ~ / 21,6…28,8 В=
Соединение
Кабель: 1 м ,4х0.75 мм 2
Параллельное управление
Возможно (с учетом производительности)
Функциональные данные
Крутящий момент (номинальный)
5 Нм (DN 1 5 .2 5) /1 0 Нм (DN 32+40) /2 0Н м (DN 50)
Позиционирующий сигнал YРабочий диапазон Y
О…ЮВ =2…10В =
Рабочий сигнал Y настраиваемый
Старт 0 .5 .2 4 В=Стоп 8 .5 .3 2 В=
Сигнал обратной связи
U 2…10В =
Сигнал обратной связи U настраиваемый
Старт 0 .5 .8 В =Стоп 2 .1 0 В =
Уровень шума двигателя
45 дБ (А)
Настраиваемая величина расхода Vmax
30…100% от Vnom
Точность управления
±10% (от 25…100% Vnom)
Примечание к точности управления
±6% (от 25…100% Vnom) при 20оС /0% гликоля
Среда
Холодная и горячая вода (содержание гликоля макс 50%)
Температура среды
-10 °С … +120оС
Запирающее давление APs
1400
Дифференциальное давление APmax
350 кПа
Дифференциальное давление APmax
200 кПа для бесшумной работы
Кривая расхода
Равно-процентная, оптимизирована в диапазоне открытия (может быть изменена на линейную)
Уровень утечки
A , Герметичен
Трубное соединение
Внутренняя резьба
Положение установки
От вертикального до горизонтального (относительно штока)
Тех. обслуживание
Не требуется
Ручное управление
Выведение из зацепления механического редуктора с помощью кнопки, может фиксироваться
Измерение потока
Принцип измерения
Ультразвуковое измерение
Точность измерения
±6% (от 25% до 100% от Vnom)
Примечание к точности измерения
±2% (от 25…100% Vnom) при 20оС / 0% гликоля
Минимальный измеряемый поток
1% при Vnom
Безопасность
Класс защиты
III (для низких напряжений)
Степень защиты корпуса
ID54
Электромагнитная совместимость
СЕ в соответствии с 2004/108/ЕС
Номинальный импульс напряжения
0.8 кВ
Температура окружающей среды
-3 0 .5 0 °С
Температура хранения
-4 0 .8 0 °С
Влажность окружающей среды
95% отн., не конденсир.
Материалы
Тело клапана
Латунь
Измерительный участок
Никелированная латунь
Запирающий элемент
Нержавеющая сталь
Шток
Нержавеющая сталь
Размеры:
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
Оплата
Уточните условия по оплате у поставщика, но обычно возможны:
- Оплата по счету
- Наличные
- Карты: Visa, Mastercard, Мир
- Наложенный платеж
Доставка
Доставка в г. Москва, самовывоз 117437, РФ, г. Москва, ул. Академика Арцимовича, д. 9
Гарантия
Команда Проминдекс размещает объявления поставщиков и продавцов после тщательной проверки, однако это не гарантирует безопасной сделки между вами и продавцом. Перед принятием решения о покупке проверьте юридические данные компании и отзывы о ней на странице отзывов и в интернете.