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Numerical results are obtained by using a finite element technique.
The equations are solved by using a finite difference method in a Cartesian grid system.
The simulations by using a finite element method demonstrate the one-way transmission results.
Some general construction results are obtained by using a finite projective geometric approach.
A numerical solution has been obtained by using a finite difference method.
The non-trivial equilibrium positions of the plate are found by using a finite difference method.
The non-rotating modes are calculated by using a finite element cyclic symmetry approach.
The harmonic response of tapered composite beams is investigated by using a finite element model.
Pressure caused by hydrodynamic lubrication is calculated by using a finite difference method.
The spatial dependence of these equations is then discretized by using a finite element procedure.
The eigenvalue problem is formulated and solved by using a finite element representation for each simplified model.
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