Fatigue Life Estimation
Estimated Cycles to Failure
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Fatigue Regime
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Stress Amplitude
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Mean Stress
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Stress Ratio
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Calculation Method
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Interpretation:
Enter parameters and click "Calculate" to get results.
Usage Notes
- For most accurate results, use material-specific S-N curve data.
- High-cycle fatigue typically occurs above 10,000 cycles.
- Consider mean stress effects for more precise estimations.
- Results are estimates - always validate with experimental data.
Fatigue Life Estimation Theory
Basquin's law describes the relationship between stress amplitude and number of cycles to failure:
σₐ = σ′f × (2N)b
Where:
- σₐ = Stress amplitude
- σ′f = Fatigue strength coefficient
- N = Number of cycles to failure
- b = Fatigue strength exponent (slope of S-N curve)
This equation can be rearranged to solve for N:
N = (σₐ/σ′f)1/b ÷ 2
S-N curves (Stress-Number of cycles) are graphical representations of a material's fatigue behavior.
Key characteristics:
- X-axis: Number of cycles (log scale)
- Y-axis: Stress amplitude (log scale)
- For ferrous metals: Curve flattens at endurance limit
- For non-ferrous metals: Curve continues to decline
| Regime | Cycles Range | Characteristics |
|---|---|---|
| Low-cycle fatigue | 10 - 104 | Plastic deformation, strain-controlled |
| High-cycle fatigue | 104 - 107 | Elastic deformation, stress-controlled |
| Infinite life | > 107 | Below endurance limit (for materials that have one) |
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