Описание

Скважинный насос SP 1A-57 популярен своей эффективностью и надёжностью. Изготовленный из коррозийно-устойчивой нержавеющей стали, насос SP 1A-57 подходит для широкого применения.

Насос SP 1A-57 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:	08102B57
Технич.
Частота вращения:	2900 об/м
Номинальный расход:	1 м³/ч
Номинальный напор:	200 м
Торцевое уплотнение для двигателя:	LIPSEAL
Допуск на рабочие хар-ки:	ISO9906:2012 3B
Номер насоса:	8100057
Ступени:	57
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:	CSCR
Номинальная мощность – P2:	1.5 кВт
Промышленная частота:	50 Hz
Номинальное напряжение:	1×230 V
Способ запуска:	прямой пуск
Номинальный ток:	10.2 A
Пусковой ток:	450%
Cos фи – характеристика мощности:	0,98
Номинальная скорость:	2860 об/м
Класс защиты (IEC 34-5):	IP68
Класс изоляции (IEC 85):	B
Защита электродвигателя:	Отсутс.
Тепловая защита:	внешн.
Встроенный датчик температуры:	нет
Номер электродвигателя:	79213106
Другое
Мин.показ.эффективн, MEI ≥:	0.70
ErP статус:	EuP Отдельностоящий/Прод.
Нетто вес:	32 кг
Полный вес:	36.8 кг
Объем упаковки:	0.045 м3

Размеры:

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”>

Диаграмма

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×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”>

Поставщик: ООО “ОЗДС”