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The effective shear stiffness of the porous neo-Hookean materials can then be computed by fitting the numerical data.
The equivalent material properties are then determined by fitting the numerical load vs. displacement curves to experimental results under biaxial tension and pure shear conditions.
Material properties of yarns in the dry fabric are extracted by fitting the numerical model to experimental data under the uni-axial and bi-axial extension modes.
By fitting the numerical results with the least squares method, empirical formulae have been given for the convenience of engineering applications.
An empirical expression for the SIF as a function of crack geometry and Kt is then obtained by fitting the numerical results.
Simple empirical formulae for the relationships between the three values were obtained by fitting the numerical results with good engineering accuracy for large range of B/ρ (from 1 to 100,000) and t (from 0.01 to 1).
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The functional dependence of the average Nusselt number on the dimensionless parameters (Re, n, Pr, E) has been presented by empirically fitting the numerical results for their easy use in process design calculations.
The vulnerability of the structure is estimated by fragility analysis based on fitting the numerical models of the structural response in different seismic intensity levels to the experimental data.
The equation is generated by fitting the results of extensive numerical simulations.
Validity of this impedance up to the typical working cell currents on the order of several hundred mA cm−2 is demonstrated by fitting the model equation to numerical impedance spectra calculated from the full system of conservation equations.
To verify the proposed approach and check the correlations in this model, we carried out numerical experiments by fitting the parameters to a certain number of simulated data sets with different inputs.
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