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In this paper, we study the propagation of shear waves in a magnetoelastic self-reinforced medium using finite difference technique.
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The grid-based permeability tensors for short to medium fractures are calculated using finite element technique.
The grid-based permeability tensors for short to medium fractures are calculated by using finite element technique.
Raptis et al. [5] studied the unsteady free convective flow through a porous medium adjacent to a semi-infinite vertical plate using finite difference scheme.
This triple-continuum model is solved using finite difference approach, and we discretized the differential equations in each medium via implicit scheme.
Numerical solutions using finite element methods are used to investigate the dependence of the nutrient concentration profiles on the cell density, medium flowrate, cellular matrix thickness, etc.
Sensitivity is calculated using finite differences.
Coefficient sensitivities were calculated using finite differences as before [ 33].
They are often solved numerically using finite elements (FE), finite volumes or finite differences, and a variety of algorithms based on these techniques have been proposed [ 7– 14].
The images were stacked to reconstruct its 3-dimensional (3D) geometry (Fig. 1), and used as the basis for numerical computation of the surface fluid stresses using finite element method based on the low Reynolds number Stokes approximation of the equation of motion for a Newtonian fluid (culture medium), as described.
Computing wave motion through this composite medium using the standard upwind, finite-difference method under the CFL condition for numerical wave propagation in the individual media will produce growing short wave modes.
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