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A two-point approximation is employed to approximate the frequencies.
The Grad's ten moments approximation is employed to approximate the missing populations at the boundary nodes.
The Oustaloup approximation is employed to derive the approximate model of fractional order system.
A meshfree convex approximation is employed taking advantage of the naturally conforming property to approximate the overlapping sub-domains and to enforce the global Dirichlet boundary condition.
The Oberbeck-Boussinesq approximation is employed.
The effective mass approximation is employed in this study.
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The degree of approximation was employed as the selective criterion of the optimum network parameters.
The degree of approximation was employed as selective criterion of the optimum network parameters.
The Oberbeck-Boussinesq approximation was employed and homogeneity and local thermal equilibrium in the porous medium was assumed.
The Gaussian phase distribution approximation was employed to describe the behavior of intermolecular ZQCs and DQCs as they underwent unrestricted isotropic diffusion.
The Modified Quasichemcial Model in the pair approximation was employed for the liquid phase in order to take into account strong chemical interactions among components.
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