Key factors and methods used to calculate the aeroengine turbine blades' creep and fatigue life.
Creep Life
Calculations
| Method/Model | Description | Key
   Factors | 
| Norton's Creep Model | Predicts creep strain rate based on stress
  and temperature. | Material constants, temperature, stress. | 
| Lemaitre-Chaboche Damage Model | Accounts for progressive damage under cyclic
  loading. | Material properties, stress cycles. | 
| Larson-Miller Parameter | Correlates temperature and stress with
  rupture time for long-term creep predictions. | Temperature, stress, material properties. | 
| Finite Element Analysis (FEA) | Simulates thermal and mechanical stresses to
  evaluate damage evolution. | Blade geometry, cooling effectiveness,
  operational conditions. | 
Fatigue
Life Calculations
| Method/Model | Description | Key
   Factors | 
| Manson Formula | Estimates low-cycle fatigue life based on
  strain amplitude and cycles. | Strain amplitude, number of cycles. | 
| Creep-Fatigue Interaction Models | Predicts the combined effects of creep and
  fatigue. | Material properties, operational cycles,
  temperature. | 
| Johnson-Weibull Analysis | Uses field data to estimate blade life based
  on historical failure modes. | Operational history, failure data. | 
Key Factors
Influencing Life Calculations
| Factor | Description | 
| Operating Conditions | Temperature, stress levels, operational
  cycles. | 
| Material Properties | Thermal conductivity, strength, creep
  resistance. | 
| Cooling Effectiveness | Reduces thermal stresses and extends blade
  life. | 
| Design Parameters | Blade geometry and cooling system design
  influence stress distributions. | 
 
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