Описание

Технические характеристики

Насос Grundfos SQ 1-35 обеспечивает широкий диапазон производительности.

Насос SQ 1-35 по своему преимуществу отличается компактностью. Центробежные насосы с легкостью могут устанавливаться в скважину, диаметр которой не больше диаметра насоса. Встроенные электронные компоненты значительно облегчают монтаж и эксплуатацию насоса SQ 1-35. Он гарантируют надёжное водоснабжение при любых условиях.

Данный насос легко устанавливается! Он оснащён двигателями с постоянными магнитами, обеспечивает высокую эффективность и подачу напора до 200 м.

Назначение

Насос SQ 1-35 может использоваться как для непрерывной работы, так и для работы с перерывами, что соответствует большому количеству видов назначения:

• Подача грунтовых вод – частные дома, небольшие системы водоснабжения, небольшие системы орошения
• Перекачивание жидкости в резервуары
• Повышение давления
• Экологические решения – восстановительное откачивание или взятие проб
• Гаражи и заправочные станции

Особенности и преимущества

• Защита от сухого хода
• Высокоэффективный двигатель с постоянными магнитами
• Износоустойчивость плавающих рабочих колёс
• Защита от всплытия рабочих колес
• Высокая скорость потока
• Плавный пуск снижает износ двигателя
• Защита от повышенного и пониженного напряжения
• Защита от перегрузки
• Защита от перегрева

№ продукта:	96510178
Технич.
Частота вращения:	10700 об/м
Номинальный расход:	1 м³/ч
Номинальный напор:	34 м
Данные на табличке электродвигателя:	CE,UL,CUL
Допуск на рабочие хар-ки:	ISO 9906:1999 Annex A
Номер насоса:	96080381
Ступени:	2
Модель:	B
Клапан:	насос со встроен. обратн. клапаном
Материалы
Насос:	Polyamide / Нерж. сталь
Насос:	DIN W.-Nr. 1.4301
Насос:	AISI 304
Рабочее колесо:	Полиамид
Электродвигатель:	Нержавеющая сталь
Электродвигатель:	DIN W.-Nr. 1.4301
Электродвигатель:	AISI 304
Монтаж
Выход насоса:	Rp 1 1/4
Минимальный диаметр скважины:	76 мм
Жидкость
Максимальная температура жидкости:	35 °C
Макс. t жидкости при 0,15 м/сек:	35 °C
Данные электрообор-я
Тип электродвигателя:	MS3
Подводимая мощность – P1:	1.02 кВт
Номинальная мощность – P2:	0.7 кВт
Промышленная частота:	50 Hz
Номинальное напряжение:	1 x 200-240 V
Способ запуска:	прямой пуск
Номинальный ток:	5.2 A
Коэффициент мощности:	1
Номинальная скорость:	10700 об/м
Класс защиты (IEC 34-5):	IP68
Класс изоляции (IEC 85):	F
Защита электродвигателя:	Y
Тепловая защита:	внутрен.
Длина кабеля:	1.5 м
Номер электродвигателя:	96160850
Устр-ва управл-ия
CU 300/CU 301:	Соединение не возможно
Другое
Нетто вес:	4.7 кг
Полный вес:	5.4 кг
Объем упаковки:	0.009 м3

Размеры:

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×29+85uSJEmSxBhzuVySJE2ePJkxdunSJVuGBB+W7PTx9ttvZ1t+2DUk+LBkpw9xsCGzCRMm2DUk+LBk8/EPxtgvf/lLWZYZY5IkybI8evRou3Ze9CFFIpHcvy989NDDDz9sWXjk5eXZ+HFw+84EwUcPrV27Nj8/X98+nTp1KrPp8LYefP0qMFMAAAs9/H9OnTXS4XY2zKlCmMsVAoZO944MOY/T5Wrlx5zz33MMbGjh3LGPvwww/tHQ98GLPfx5EjR/Ly8vT1S1dXl73jcbvddXV1uX9f+Oi5kydPOuHMi55d3wd89FwymRQyRo4cuXjxYruHAx+m7PfBDbswf/jDH+weC3yYcoSP6dOnCx/19fV2jwU+TDnCx4svvih82HLjiSX4MOYIH6FQSPhIJpN2jwU+TDnCx4cffsgY+9GPfmT3QDjnfOHChYqiaDlvwYIFkydPXrFixdKlS1evXr158+bVq1f/9re/nTRp0p/+9Ce7Pg1H+Ojq6mKMFRQU2D0QzjkfNWpUj1e12dgjjzxi16dhg49IJGK5NbmmpoYxVlBQoDqgcePGMcZ+/vOfFxYW/uQnP3G73cp1VFpa+vTTT1/PnIqiFBcXl5eXi+lly5ZNnTp11apAAANC0adMkSXK5XCtXrryeZ61YsWLZsmXX+RayLK9Zs0ZMe71e+uckysvL4/F47r8mkSPWL8ixwQeigg9EBR+ICj4QFXwgKvhAVPCBqOADUcEHooIPRAUfiAo+EBV8ICr4QFTwgaj+D02Q2CDCl7v6AElFTkSuQmCC”>

Диаграмма

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”

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