25520D-2
Description
25520D-2 TAPERED ROLLER BEARING CUP ; PRECISION 3-17/64" OD 1-7/8" WD
Part # 25520D-2
BDI # 1424285
Features
Component:
Double Cup
Flange Outside Diameter - Millimeter:
0
Inch - Metric:
Inch
Outside Diameter - Inch:
3.265
Flange Outside Diameter - Inch:
0
Outside Diameter - Millimeter:
82.931
Other Features:
Groove and Hole in OD Center
Global Part Number GPN:
645798
Precision Class:
Standard
Basic Number:
25520
Features
Enclosure:
Open
Bore Profile:
Tapered
Cage Material:
Steel
Internal Clearance:
C4-Extra Loose
Inch - Metric:
Metric
Outside Diameter - Inch:
7.087
Other Features:
Order Adapter or Withdrawal Sleeve or Nut Separately. Others May be Available | Two Piece Cage | High Performance | Lubrication Hole and Groove On Outer Ring
Number of Rows of Rollers:
Double Row
Mounting Method:
Adapter Mount
Rolling Element:
Spherical Roller Bearing
Features
Enclosure:
Open
Inch - Metric:
Metric
Outside Diameter - Inch:
4.331
Maximum Capacity / Filling Slot:
No
Flush Ground:
No
Contact Angle:
30 Degree
Other Features:
Stamped Window Cage Type
Cage Material:
Steel
Snap Ring:
No
Number of Bearings:
1 (Single)
22312KEJW33C3
Description
22312KEJW33C3 SPHERICAL RLR BRG ; 60MM ID 130MM OD 46MM WD
Part # 22312KEJW33C3
BDI # 20054074
Features
Enclosure:
Open
Bore Profile:
Tapered
Cage Material:
Steel
Internal Clearance:
C3-Loose
Inch - Metric:
Metric
Outside Diameter - Inch:
5.118
Other Features:
Order Adapter or Withdrawal Sleeve or Nut Separately. Others May be Available | Two Piece Cage | High Performance | Lubrication Hole and Groove On Outer Ring
Number of Rows of Rollers:
Double Row
Mounting Method:
Adapter Mount
Rolling Element:
Spherical Roller Bearing
Features
Profile:
Complete with Outer and Inner Ring
Inch - Metric:
Metric
Outside Diameter - Inch:
9.449
Bore Profile:
Straight
Retainer:
Yes
Cage Material:
Brass
Separable:
Inner Ring - One Side
Other Features:
1 Rib Inner Ring | 2 Rib Outer Ring | Cage on Outer Ring ID | High Capacity
Global Part Number GPN:
663759
Number of Rows of Rollers:
Single Row





