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How to calculate Paris Law fracture property constant from ANSYS simulation? 


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To calculate Paris Law fracture property constants from ANSYS simulation, a two-scale model approach can be utilized. This involves generating a micro-model using the Finite Element Method (FEM) to calculate the fatigue crack growth rate at the crack tip based on the Tanaka-Mura equation. Simultaneously, a macro-model is employed to calculate the stress intensity factor. By analyzing the relationship between crack growth rates and stress intensity factors for defined crack lengths, the Paris Law constants can be determined accurately. Additionally, finite element simulations can predict fatigue crack growth behavior by monitoring critical crack opening displacement and comparing the exponent in the Paris Law to published values, ensuring consistent results when plotted against the effective stress intensity factor range.

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The Paris Law fracture property constant can be determined from ANSYS simulation by monitoring crack growth and comparing the exponent to published values, focusing on effective stress intensity factor range.
The Paris Law fracture property constant for carbon steel can be calculated from ANSYS simulations by using a two-scale model combining FEM for crack growth rate and stress intensity factor analysis.
The Paris law constants for carbon steel can be calculated from ANSYS simulations by using a two-scale model that combines micro-models for crack growth rates and macro-models for stress intensity factors.
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