Creep Life Calculator
Predict creep rupture life using the Larson-Miller parameter method for high-temperature materials.
Inputs
°F
MPa
Results
Predicted Rupture Life
12,055,615.99 hours
Safety Factor (vs 100k hrs)
120.56×
Temperature923.15 K
LMP Value25,000
How to Use This Calculator
- Enter the Service Temperature (°C) at which the component operates.
- Input the Applied Stress (MPa) on the component.
- Set the Rupture LMP (×10³) from the material's Larson-Miller rupture data curve.
- Enter the LMP Constant (C) — typically 20 for steels (from material data sheets).
- Read Predicted Rupture Life (hours) and Safety Factor to evaluate service life margins.
How the result changes with Rupture LMP (×10³)
| Rupture LMP (×10³) | Predicted Rupture Life | Safety Factor (vs 100k hrs) |
|---|---|---|
| 14 | 0 hours | 0× |
| 24 | 995,272.1 hours | 9.95× |
| 36 | 9,929,165,381,160,262,000 hours | 99,291,653,811,602.61× |
| 46 | 675,131,710,102,444,400,000,000,000,000 hours | 6,751,317,101,024,444,000,000,000× |
What each input means
- Service Temperature
- Operating temperature of the component. Higher temperatures accelerate creep.
- Applied Stress
- Constant stress applied to the component during service.
- Rupture LMP (×10³)
- Larson-Miller parameter at the given stress level from material data (in thousands). Read from material creep rupture curves.
- LMP Constant (C)
- Material-dependent Larson-Miller constant. Typically 20 for most engineering alloys.
How this is calculated
Worked example, using the default values
- Identify Input Parameters4 parametersService Temperature = 650, Applied Stress = 100, Rupture LMP (×10³) = 25, LMP Constant (C) = 20 = 4 input(s) provided
- Calculate Predicted Rupture Life12055615.99 = 12055615.99
- Calculate Safety FactorSafety Factor120.556 = 120.556
- Calculate TemperatureTemperature923.15 = 923.15
- Calculate LMP ValueLMP Value25000 = 25000
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