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The desired solutions are obtained by using the variational operation.
Finally, the solutions are obtained by using the variational operation.
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Motivated by a government policy making or enterprise conglomerate recycling system design and operation needs, the RLRFE problem is elaborated from a system-optimal perspective using the variational inequality (VI) approach.
Using the variational principle, the governing equations of the magnetoelectroelastic plate are derived.
The oscillating frequencies in vertical and horizontal directions are obtained approximately using the variational iteration method.
In this study, delay differential equations are investigated using the variational iteration method.
Furthermore, the Hamiltonian structure of the integrable hierarchy is produced by using the variational identity again.
We obtained these results by using the variational reduction method.
By using the variational method, some existence results are obtained.
The governing equation for the composite element containing both fractures and drainage holes is established using the variational principle.
It briefly reviews the static model, and proposes an alternative formulation for it using the variational inequality (VI) technique.
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