Подшипник 211. Применение.
В шариковом подшипнике 211 тела качения имеют однорядное расположение. Узел предназначения для применения в качестве опоры валов, испытывающих радиальные нагрузке. При недогруженности подшипника по прямому назначению, возможно осевое воздействие, величина которого не должна превышать 0,7 незадействованной радиальной грузоподъёмности. Общепринятая международная маркировка – подшипник 6211.
Рассматриваемый опорный узел широко применяется в лёгком, среднем и тяжелом автомобилестроении, экскаваторах различного назначения и электромеханических приводах. Выпускается в открытом и закрытом исполнении, описание которого так же имеется в каталоге.
Подшипник 211. Размеры.
![Размеры шарикового радиального однорядного опорного подшипника 211 (6211).](data:image/png;base64,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) |
Внутренний диаметр подшипника |
Наружный диаметр подшипника |
Ширина подшипника |
Радиус монтажной фаски подшипника |
Масса подшипника |
d |
D |
В |
r |
m |
мм |
кг |
55 |
100 |
21 |
2,5 |
0,6 |
Технические характеристики подшипника
Конструкция |
Шариковый однорядный |
Основная нагрузка |
Радиальная |
Дополнительная нагрузка |
Осевая в любую из сторон до 70% от неиспользованной радиальной |
Статическая грузоподъемность, кН |
29 |
Динамическая грузоподъемность, кН |
43,6 |
Предельная частота вращения, при пластичном смазочном материале, об/мин |
6300 |
Предельная частота вращения, при жидком смазочном материале, об/мин |
7500 |
Количество шариков в подшипнике, шт |
10 |
Материал тел качения |
211 |
Сталь ШХ15 |
211Р |
ЭИ-347 |
211Ю |
95Х18Ш |
Диаметр шарика, мм |
14,288 |
Допускаемая величина перекоса, минут |
8 |
Как купить подшипник 211. От чего зависит цена.
Цена шарикового радиального однорядного подшипника 211 зависит от нескольких факторов:
- Стандарт изготовления – ГОСТ или ТУ;
- Требования по точности и зазорам;
- Материал деталей и тип их обработки;
- Территориальное нахождение производителя – отечественная или импортная продукция.
Какой из вариантов купить, зависит от технических требований вашего оборудования.
Пример обозначения при заказе.
Подшипник 6-211АК
Что означает:
- 6 – класс точности подшипника;
- 2 – серия внешних диаметров;
- 11 – условное обозначение внутреннего диаметра (11х5=55 мм);
- А – подшипник повышенной грузоподъёмности;
- К – изготовлен с конструктивными изменениями.
Модификации, аналоги и производители подшипника 211.
Производитель |
Модификация |
Вес, кг |
Аналог |
Поставщик |
ОАО "Московский подшипник" (ГПЗ-1) |
5-211Р |
0,776 |
|
|
6-211Р |
0,776 |
|
|
6-211Ю |
0,632 |
6211/P6HW |
SKF |
25-211Б1Т |
0,535 |
|
|
26-211Б1Т |
0,535 |
6211/P6S |
SKF |
26-211Д1 |
0,72 |
6211LA/P6C3H |
SKF |
26-211Р |
0,776 |
6211/P6 |
SKF |
26-211 |
0,606 |
6211/P6 |
SKF |
36-211Ю1 |
0,632 |
|
|
75-211Б1Т3 |
0,535 |
6211M/P53S3 |
SKF |
75-211ЮТ |
0,601 |
62110/53HWSP |
SKF |
76-211Б1Т |
0,535 |
6211MA/P63S |
SKF |
76-211Д1 |
0,72 |
6211LA/P63 |
SKF |
76-211Р |
0,776 |
6211/P63 |
SKF |
76-211Ю3Т |
0,75 |
6211/P63HWS |
SKF |
76-211ЮТ |
0,601 |
6211/P63HWS |
SKF |
211Ю |
0,632 |
6211/HW |
SKF |
211 |
0,601 |
6211 |
SKF |
ОАО "Саратовский подшипниковый завод" (ГПЗ-3) |
4-211 |
0,601 |
6211/P4 |
SKF |
5-211 |
0,601 |
6211/P5 |
SKF |
5-211 |
0,601 |
6211/P5 |
SKF |
6-211К |
0,6 |
6211/P6 |
SKF |
6-211 |
0,6 |
|
|
8-211 |
0,6 |
|
|
25-211Д1 |
0,72 |
6211LA/PSC3H |
SKF |
211 |
0,61 |
6211 |
SKF |
ООО "Завод приборных подшипников" (ГПЗ-4) Самара |
76-211Р |
0,776 |
6211/P63 |
SKF |
Харьковский подшипниковый завод HARP (ГПЗ-8) |
211А |
0,601 |
6211E |
SKF |
ОАО "Минский подшипниковый завод" (ГПЗ-11) |
211А |
0,597 |
6211 |
|
ООО НПО "Прокопьевский шарикоподшипниковый завод" ГПЗ-14 |
211 |
0,601 |
6211 |
SKF |
ОАО "Гниваньский подшипниковый завод" (ГПЗ-17) |
211А |
0,616 |
6211 |
SKF |
ОАО "Винницкий подшипниковый завод" (ГПЗ-18) |
6-211А |
0,601 |
6211/P6 |
SKF |
66-211А |
0,601 |
6211/P62 |
SKF |
70-211А |
0,601 |
6211/C3 |
SKF |
211А |
0,601 |
6211 |
SKF |
211 |
0,601 |
6211 |
SKF |
ООО "Курский завод упорных подшипников" (ГПЗ-20) |
6-211АК |
0,616 |
6211.P6 |
SKF |
211АК |
0,616 |
6211 |
SKF |
ЗАО "Вологодский подшипниковый завод" (ГПЗ-23) |
5-211 |
0,616 |
|
|
6-211 |
0,616 |
6211/P6Q6 |
SKF |
211А |
0,461 |
6211 |
SKF |
Ташкентский подшипниковый завод-33 |
211 |
0,616 |
6211 |
SKF |
ООО "ГПЗ-34" |
211 |
0,6 |
6211 |
|
Алма-Атинский РПЗ |
211 |
0,616 |
|
|
ОАО "Кузнецкий роликовый завод" |
211 |
0,616 |
|
|
ООО "Волгоград-РПЗ" |
211 |
0,616 |
|
|
ОАО "Краснодарский ремонтный подшипниковый завод" |
211 |
0,616 |
|
|
ОАО "Казанский подшипниковый завод" |
211 |
0,616 |
|
|
ЗАО "Самарский ремонтный подшипниковый завод" |
211А |
0,616 |
|
|
BBC |
211 |
0,6 |
6211 |
|
CRAFT |
211 |
|
6211 |
|
ЕПК |
211 |
|
|
|
211А |
|
|
|
211Д1 |
|
|
|
211Ю |
|
|
|