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Unlike CPB06, material constants in this model can be directly calculated using mechanical measurements.
Material constants in the stress strain relations are found by fitting the experimental data.
Material constants in the constitutive equations are determined by fitting the experimental data.
The two material constants in the equations were empirically determined for the rivet materials.
There are many forms of the material constants in Eq. (2), but generally they may have both real (in phase) and imaginary (out of phase) components.
Material constants in constitutive equations were determined from the formability test results of AA6082 for the prediction of forming limits of alloys under hot stamping conditions.
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The material constant in the modified form can be determined by two simple tests, e.g. the uniaxial and the pure torsional fatigue tests.
The load deflection curves for different loadings, boundary conditions, and material constant in a solid circular plate are studied and discussed.
The BMP model does not contain fitting parameters and every material constant in the model can be estimated from independent rheological measurements.
The material constants obtained in a prior investigation of short crack growth behavior in a cast aluminum alloy tested under fully reversed loading were used as a basis for the present analysis.
The material constants used in the simulations are adapted to meet the thermodynamic condition of a vanishing micro-force.
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