Описание

Скважинный насос SP 1A-50 популярен своей эффективностью и надёжностью. Изготовленный из коррозийно-устойчивой нержавеющей стали, насос SP 1A-50 подходит для широкого применения.

Насос SP 1A-50 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:	08102B50
Технич.
Частота вращения:	2900 об/м
Номинальный расход:	1 м³/ч
Номинальный напор:	175 м
Торцевое уплотнение для двигателя:	LIPSEAL
Допуск на рабочие хар-ки:	ISO9906:2012 3B
Номер насоса:	8100050
Ступени:	50
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:	29.8 кг
Полный вес:	34.6 кг
Объем упаковки:	0.045 м3

Размеры:

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”>

Диаграмма

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”>

Поставщик: ООО “ОЗДС”