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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