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After that, a detailed finite element model using cohesive modeling technique was utilized to model the shear strength distribution of the metallic composite during the blanking test.
Partial least squares, a structural equation modeling technique, was used to evaluate the proposed model for explanatory power and hypotheses testing.
The ordered probit modeling technique was used.
The modeling technique was deterministic-stochastic in nature.
Generalized boosting, a non-parametric modeling technique, was used to estimate the propensity scores.
The proposed multiscale modeling technique was developed in the ANSYS (version 13) finite element software environment (ANSYS Inc., Canonsburg, PA, USA) in conjunction with the virtual crack closure technique (VCCT).
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The bond graph modeling technique is used for modeling the asymmetric rotor.
Furthermore, the pneumatic modeling technique is used to model the entire anode side of a fuel cell station.
For this purpose, a Voronoi-based atomistic modeling technique is used to obtain numerical models of the proposed hybrid structures and their mechanical properties under tensile and compressive loading conditions are investigated by classical molecular dynamics.
In order to alleviate the computational cost, Kriging modeling technique is adopted to generate the surrogate models of structural responses under multiple load cases.
Interestingly, this modeling technique is also intimately linked to HWP: "Our main modeling assumptions are Hardy-Weinberg equilibrium within populations and complete linkage equilibrium between loci within populations" (Pritchard et al. 2000, 946; cf. Winther 2014, 210 212).
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