1 НАЗНАЧЕНИЕ ИЗДЕЛИЯ
Узел управления спринклерный водозаполненный (далее по тексту УУ) с диаметром условного прохода Ду (65,80,100,150) предназначен для работы в спринклерных установках водяного и пенного пожаротушения; осуществляет подачу огнетушащей жидкости в стационарных автоматических установках; выдает сигналы о своем срабатывании и для включения пожарного насоса.
УУ соответствует климатическому исполнению О категории размещения 4 для работы с нижним предельным значением температуры плюс 4°С по ГОСТ 15150-69.
Примеры обозначения узла управления спринклерного водозаполнен-ного»: с диаметром 100:
УУ-С100/1,6В-ВФ.О4 -00 ТУ 4854-072-00226827-2005;
УУ-С100/1,6В-ВФ.О4 -01 с камерой задержки ТУ 4854-072-00226827-2005.
2 ОСНОВНЫЕ ТЕХНИЧЕСКИЕ ХАРАКТЕРИСТИКИ
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)
- Время срабатывания УУ указано при минимальном давлении. Фактическое время срабатывания зависит от величины рабочего давления и определяется при испытаниях спринклерной системы.
- Общий вид, масса, габаритные и присоединительные размеры указаны на рисунках 1 и 2, гидравлическая принципиальная схема приведена на рисунках 3, 4.
-Потери напора в узле управления определяются по формуле H = eQ2, где Q2- расчетный расход воды, раствора пенообразователя через лс-1, H-потери напора в метрах, е-оэффициент потерь.
3 УСТРОЙСТВО И ПРИНЦИП РАБОТЫ
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Клапан (К) 1 сигнальный спринклерный «Баге плюс» является основным элементом УУ спринклерной водозаполненной системы. Клапан -нормально закрытое запорное устройство, предназначенное для пуска огнетушащего вещества при срабатывании спринклерного оросителя и выдачи управляющего гидравлического импульса.
Устройство и принцип работы клапана изложен в Руководстве по эксплуатации на клапан ДАЭ 100.287.000 РЭ.
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Клапан обратный (КО) 2 препятствует сбросу давления в распределительном трубопроводе при его уменьшении в подводящем трубопроводе.
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Два трехходовых крана (ВМ1, ВМ2) 3 предназначены для отключения манометров при техническом обслуживании и проверке.
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Два сигнализатора давления (НР1, НР2) 4 предназначены для выдачи сигнала при срабатывании УУ.
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Манометр (МН2) 5 предназначен для контроля давления в распределительном трубопроводе.
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Манометр (МН1) 6 предназначен для контроля давления в подводящем трубопроводе.
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Компенсатор (КМ1) 7 предназначен для создания подпора на сигнализаторах давления.
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Компенсатор (КМ2) 8 предназначен для подпитки распределительного трубопровода.
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Компенсатор (КМ3) 9 предназначен для сброса воздуха из камеры задержки.
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Кран (КН2) 10 предназначен для контроля (проверки) сигнализаторов давления при техническом обслуживании.
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Кран (КН1) 11 предназначен для слива жидкости в дренаж из клапана и распределительного трубопровода (в дежурном режиме закрыт).
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Краны (КН3, КН4) 12 предназначены для закрытия и открытия сигнального отверстия при установке УУ в дежурный режим.
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Камера задержки (КЗ) 13 в исполнении 01 устанавливается на линии сигнализаторов давления и предназначена для сведения к минимуму вероятности выдачи ложных сигналов, вызываемых резкими колебаниями давления источника водоснабжения.
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Пробка 14 закрывает отверстие, предназначенное для подсоединения звукового гидравлического оповещателя.
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Патрубок 15 предназначен для слива жидкости из клапана в дренаж
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