Home>Products>ISO Bearing>65 mm x 120 mm x 23 mm ISO 7213 A angular contact ball bearings
ISO 7213 A MODELS
Need a CAD or 3D Model?
65 mm x 120 mm x 23 mm ISO 7213 A angular contact ball bearings
category
ISO Bearing
ISO 7213 A Bearing SPECIFICATIONS
Shop 65 mm x 120 mm x 23 mm ISO 7213 A angular contact ball bearings huge 75 kN Basic dynamic load rating (C) online discount ISO Bearing inventory. ISO Bearing and Import machinery Demek Bearing Group Co., Ltd. 65 mm x 120 mm x 23 mm parts your 0.7 mm c1 max. car needs with Free Shipping and Free Extended Warranty.
- ISO
7213 A
- 75 kN
- 75 kN
- 0.7 mm
- 0.1 mm
- 1 mm
- PCZ 1616 M
- 25,4 mm
- 25.085 mm
-
Demek Bearing Group Co., Ltd.2020-07-10 09:46:19
Welcome to my shop! Glad to serve you! Please send your question!
7213 ATechnical information
- 75 kN
- 75 kN
- 0.7 mm
- 0.1 mm
- 1 mm
- PCZ 1616 M
- 25,4 mm
- 25.085 mm
- 0,022 Kg
- 0.022 kg
- 65 mm x 120 mm x 23 mm
ISO 7213 A ISOCodes and sizes
ISO 7213 A bearing Size Chart (mm/inches) | |
---|---|
Bearing number | 239SM530-MA |
Dimensione (mm) | 530x750x140 |
Marchio | FAG |
Diametro del foro (mm) | 530 |
Diametro esterno (mm) | 750 |
Larghezza (mm) | 140 |
d | 530 mm |
D | 750 mm |
C | 140 mm |
B | 225 mm |
rmin | 5 mm |
m | 293 kg / Weight |
Cr | 2750000 N / Dynamic load rating (radial) |
e | 0,18 |
Y1 | 3,85 |
Y2 | 5,73 |
C0r | 6550000 N / Static load rating (radial) |
Y0 | 3,76 |
nG | 930 1/min / Limiting speed |
Cur | 365000 N / Fatigue limit load, radial |
Fa max | 60000 N / Permissible axial load, for inner ring without axial abutment |
Mi | 295 Nm / Tightening torque per clamping screw |
ISO 7213 A INTERCHANGE
ISO Bearing Part series 7213 A is a potential replacement for these common bearing part numbers:
7213 A
7213 A
7213 A
7213 A
7213 A
7213 A
7213 A
7213 A
Contact Us

- Demek Bearing Group Co., Ltd.
- AddressYangtze River Mansion, Wuxi, Jiangsu, China
- Phone(Working Time)86-13869885322
- Fax
ISO 7213 A Technical Articles
Do rear wheels have bearings? |
How do you identify different types of bearings? |
How do you solve true bearing? |