Available Bearings | Bearing Selector | Technical Info | New Products | |||
Inner
raceway curvature ratio fi = |
|
where: |
Dw
= ball diameter Ri = inner raceway radius Ro = outer raceway radius |
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Outer raceway
curvature ratio fo = |
|
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fi, fo values are typically 0.56 ± 0.03 for small bearings where low torque is a primary requirement. It is not necessarily the same for both inner and outer raceways. Raceway curvature ratio is often referred to as a percentage f x 100%. |
The total curvature of a bearing is
defined as B = fi
+ fo
- 1
Bearings are assembled with a slight amount of looseness between the balls and the raceways. This allows the bearing to rotate smoothly but also affects the performance of the bearing in a given application. This looseness can be split into two components - radial and axial play. | |
RADIAL
PLAY is the maximum displacement
that one bearing ring can be displaced relative to the other
ring in a direction perpendicular to the axis of rotation of
the bearing. |
|
AXIAL PLAY,
or end play, is the maximum relative displacement of the bearing
rings, in a direction parallel to the axis of rotation. Axial
play = ∆a |
|
Radial and axial play are
interdependent and are determined during the manufacture of the
bearing. Typically, radial play is a purchasing specification. |