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The mode shapes and frequencies for an individual draft pad and a draft gear have been obtained using finite element approach.
The numerical solution of governing equations, i.e. Reynold's, energy, heat conduction, and elasticity equations has been obtained using finite element method.
In advection part an implicit characteristic based method has been employed to calculate the cell face fluxes and then the new unknowns have been obtained using finite volume method (FVM) explicitly.
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The numerical solutions of the governing model equations are obtained using finite element method.
In this study, numerical solutions are obtained using finite element analysis.
The solution of resulting nonlinear governing equations is obtained using finite difference technique (FDM) combined with an iterative scheme.
The stress and displacement around an interfacial corner for the H-integral are obtained using finite element analysis.
In multi-unit optimization, the gradient is obtained using finite difference of the outputs of multiple identical units driven with inputs that are offset by a design parameter.
Second, the effective elastic properties of the RVE in 2.5D C/SiC composites are obtained using finite element method (FEM) simulation based on energy equivalent principle.
The propagation characteristics in terms of reflection and transmission spectrum of the reported structure are obtained using finite differential time domain (FDTD) method.
The single term approximation functions are selected by considering the nonlinear static deformations of plate, which is obtained using finite element method.
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