Bearing L10 Life Calculator

The catalogue answer to "how long should this bearing last": the ISO 281 basic rating life from the C/P ratio — and a clear statement of the statistics hiding inside that single number.

The Calculation, Explained

The rating-life equation

Rolling bearings die by subsurface fatigue, and fatigue life follows a power law in load. ISO 281 defines the basic rating life:

L10 = ( C / P )p   million revolutions   |   L10h = L10 × 106 / ( 60 × N ) hours

C is the bearing's dynamic load rating — the load at which the catalogue promises a million revolutions of L10 life. P is the equivalent dynamic load the bearing actually sees, combined from radial and axial components (P = X·Fr + Y·Fa, factors from the catalogue). The exponent is p = 3 for ball bearings and 10/3 for roller bearings — which is why the C/P ratio is destiny: doubling the load divides ball-bearing life by eight.

What L10 actually promises — read this part twice

Worked example (the defaults above)

C = 85 kN, P = 12 kN: C/P = 7.08; L10 = 7.08³ = 355 million revolutions; at 1,480 rpm, L10h = 355 × 10⁶ / 88,800 = ≈ 4,000 hours — under a year at 16 h/day duty. The lesson the numbers teach: this application is load-limited, and the cheapest life extension is not a bigger bearing but a smaller P — check the belt tension and the alignment before reaching for the catalogue.

Practitioner's note. Use L10 comparatively (option A vs option B, this load vs that load) and as a design floor — never as a maintenance promise to operations. The bearing keeps its own schedule; condition monitoring (see the Vibration Evaluator) is how you learn it.

References

ISO 281 — Rolling bearings: dynamic load ratings and rating life; manufacturer catalogues (SKF, Schaeffler, NSK) for C values and X/Y factors.

Related reading: The Maintenance Mix.