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Bearing Life Model Calculator

Evaluate the basic rating-life formula using your own C/P ratio and exponent.

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Enter all values in the stated units.

L₁₀=(C/P)^p million revolutions; L₁₀h=L₁₀×10⁶/(60n). Enter positive C/P, exponent p and speed n (rpm). C and P must use the same force unit. You must supply p explicitly; typical basic exponents are 3 for ball bearings and 10/3 for roller bearings. This is unadjusted arithmetic for a constant-load, constant-speed model, not bearing selection or an individual service-life prediction.

A QUICK WALKTHROUGH

How to use this tool

  1. Enter all values in the stated units.
  2. L₁₀=(C/P)^p million revolutions; L₁₀h=L₁₀×10⁶/(60n). Enter positive C/P, exponent p and speed n (rpm). C and P must use the same force unit. You must supply p explicitly; typical basic exponents are 3 for ball bearings and 10/3 for roller bearings. This is unadjusted arithmetic for a constant-load, constant-speed model, not bearing selection or an individual service-life prediction.
  3. Calculate

Formula and assumptions

L₁₀=(C/P)^p million revolutions; L₁₀h=L₁₀×10⁶/(60n). Enter positive C/P, exponent p and speed n (rpm). C and P must use the same force unit. You must supply p explicitly; typical basic exponents are 3 for ball bearings and 10/3 for roller bearings. This is unadjusted arithmetic for a constant-load, constant-speed model, not bearing selection or an individual service-life prediction.

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GOOD TO KNOW

Common questions

How is the result calculated?

L₁₀=(C/P)^p million revolutions; L₁₀h=L₁₀×10⁶/(60n). Enter positive C/P, exponent p and speed n (rpm). C and P must use the same force unit. You must supply p explicitly; typical basic exponents are 3 for ball bearings and 10/3 for roller bearings. This is unadjusted arithmetic for a constant-load, constant-speed model, not bearing selection or an individual service-life prediction.