Описание

Скважинный насос SP 1A-14 популярен своей эффективностью и надёжностью. Изготовленный из коррозийно-устойчивой нержавеющей стали, насос SP 1A-14 подходит для широкого применения.

Насос SP 1A-14 производства Grundfos создан при помощи новейших гидравлических технологий. Данная модернизация помогает обеспечить максимальную эффективность в периоды высокой нагрузки.

Модельный ряд насосов SP обеспечивает высокое сопротивление абразивному износу (песку и иным абразивам), защиту от перегрева двигателя и простоту технического обслуживания. Также доступна готовая к применению система контроля и управления, предназначенная для постоянной оптимизации работы насосной системы.

Области применения

• Подача воды из скважин в системы водоснабжения
• Оросительные гидросистемы
• Понижение уровня грунтовых вод
• Повышение давления
• Промышленное производство
• Забор воды из открытых источников
• Системы пожаротушения

Особенности и преимущества

• Новейшие гидравлические технологии обеспечивают высокую эффективность и низкие эксплуатационные расходы
• Внутренние и внешние элементы выполнены из 100% нержавеющей стали
• Устойчивость к воздействию песка
• Устойчивость к агрессивной воде
• Защита двигателя от перегрева
• Защита от сухого хода
• Контроль, защита и связь с помощью устройства защиты MP 204

№ продукта:	08002B14
Технич.
Частота вращения:	2900 об/м
Номинальный расход:	1 м³/ч
Номинальный напор:	55 м
Торцевое уплотнение для двигателя:	LIPSEAL
Допуск на рабочие хар-ки:	ISO9906:2012 3B
Номер насоса:	8000014
Ступени:	14
Модель:	A
Клапан:	насос со встроен. обратн. клапаном
Материалы
Насос:	Нержавеющая сталь
Насос:	DIN W.-Nr. 1.4301
Рабочее колесо:	Нержавеющая сталь
Рабочее колесо:	DIN W.-Nr. 1.4301
Электродвигатель:	Нержавеющая сталь
Электродвигатель:	DIN W.-Nr. 1.4301
Электродвигатель:	AISI 304
Монтаж
Выход насоса:	RP1 1/4
Диаметр электродвигателя:	4 inch
Жидкость
Макс. t жидкости при 0,15 м/сек:	40°C
Данные электрообор-я
Тип электродвигателя:	MS402
Тип электродвигателя:	CSIR
Номинальная мощность – P2:	0.37 кВт
Промышленная частота:	50 Hz
Номинальное напряжение:	1×230 V
Способ запуска:	прямой пуск
Номинальный ток:	3.95 A
Пусковой ток:	380%
Cos фи – характеристика мощности:	0,77
Номинальная скорость:	2860 об/м
Класс защиты (IEC 34-5):	IP68
Класс изоляции (IEC 85):	B
Защита электродвигателя:	CONTACT
Тепловая защита:	внутрен.
Встроенный датчик температуры:	нет
Номер электродвигателя:	79213102
Другое
Мин.показ.эффективн, MEI ≥:	0.70
ErP статус:	EuP Отдельностоящий/Прод.
Нетто вес:	11.5 кг
Полный вес:	13.3 кг
Объем упаковки:	0.012 м3

Размеры:

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”>

Диаграмма

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 мм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”>

Поставщик: ООО “ОЗДС”