Basic L10 Bearing Life Calculator - Hours, Revolutions & Reliability-Adjusted Life
Calculate bearing fatigue life from dynamic load rating C and equivalent load P with L10a reliability adjustment
Free bearing life calculator using the ISO 281 L10 formula. Enter the basic dynamic load rating (C) from the bearing catalog, the equivalent dynamic load (P) from your application, and the shaft speed in RPM. The calculator returns bearing life in millions of revolutions, operating hours, and calendar time. The life exponent p is automatically set based on bearing type: 3.0 for ball bearings and 10/3 for roller bearings. L10 life is the number of revolutions at which 90% of identical bearings under the same conditions would still be running. The calculator also shows L10a reliability-adjusted values for 95% (a1 = 0.62) and 99% (a1 = 0.21) survival rates for critical applications where a 10% failure probability is unacceptable. For plant reliability planning, L10a at 95% is the practical design target for equipment that cannot tolerate unplanned downtime. Results include a clear assessment of whether the calculated life meets typical design targets for continuous-duty industrial equipment.
Calculate equivalent dynamic load from combined radial and axial forces
Equivalent Dynamic Load Calculator →Check if your bearing speed is within safe limits
Bearing Speed Limit Checker →Estimate regreasing intervals for your bearing speed and temperature
Bearing Grease Guide →How It Works
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Look Up Dynamic Load Rating C
Find the basic dynamic load rating C from your bearing manufacturer catalog. This is the constant radial load that produces an L10 life of one million revolutions. C is listed in kN or lbf and is specific to each bearing number.
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Calculate or Enter Equivalent Load P
If your bearing has only radial load, P equals the radial load Fr. If both radial and axial loads exist, use the equivalent dynamic load formula or our companion calculator. P must be in the same units as C.
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Enter Operating Speed
Input the shaft speed in RPM. Higher speed means more revolutions per hour, so bearing life in hours decreases even though life in total revolutions stays the same.
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Select Bearing Type
Choose ball bearing (p = 3) or roller bearing (p = 10/3). The life exponent affects how sensitive bearing life is to the C/P ratio. Getting this wrong gives significantly incorrect results.
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Review Life Results
Get L10 life in revolutions, hours, and years. See L10a values at 95% and 99% reliability. Typical industrial design targets are 20,000 to 40,000 hours for continuous duty and 10,000 to 20,000 hours for 8-hour-per-day operation.
Built For
- Design engineers selecting bearings for new equipment and verifying adequate life expectancy
- Reliability engineers calculating predicted bearing life for preventive maintenance scheduling
- Maintenance planners setting bearing replacement intervals based on calculated L10a life
- Students learning ISO 281 bearing life calculations for mechanical engineering courses
- Purchasing departments comparing bearing options based on calculated life at the same load and speed
Frequently Asked Questions
Learn More
Bearing Speed Limits: What ndm Means and Why It Matters
How to check if your bearing is running too fast for the lubrication method, what ndm represents, and what to do when grease cannot keep up with the speed.
Bearing Life Calculations: What L10 Actually Means
Why calculated bearing life and actual bearing life are often very different numbers, what L10 predicts, what it misses, and how to use it for maintenance planning.
Thermal Growth and Bearings: What Changes When Machines Heat Up
How temperature affects shaft fit, housing fit, alignment, and internal clearance. CTE values for common materials and when to use C3 or C4 clearance bearings.
Bearing Loads: How to Calculate What Your Bearing Actually Sees
Radial loads, axial loads, X and Y factors, belt tension, gear mesh forces, and the loads people commonly forget in bearing life calculations.
Optimizing PM Intervals: Weibull Analysis and the Age Replacement Model
How to use Weibull reliability analysis and cost modeling to find the PM interval that minimizes total maintenance cost. Covers data collection, parameter interpretation, and when PM is counterproductive.
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