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The equations of the piezoelectric bimorph are obtained by using variational formulation involving the appropriate boundary and continuity conditions.
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The coupled nonlinear finite element equations have been derived using variational formulation.
The model is based on the global energetic treatment using variational formulation of thermodynamics of irreversible processes.
has been studied by using variational method.
We denote and we study (1.1) by using variational methods.
By using a variational formulation, the buckling behaviour of partial composite columns is analysed with respect to both the Engesser and the Haringx theory.
In this paper, a dynamic competitive economic equilibrium problem by using a variational formulation is studied.
Third, in order to solve these field equations we generate a weak form by using a variational formulation.
This can be done using variational principles.
The general case can be handled using variational calculus.
This is followed by an optimization procedure, using a variational formulation of active contours, that seeks to improve boundary mesh conformity to the zero level contour of the level set function.
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