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The computations demonstrate that magnitude of electric potential function is increased with a decrease in the thickness of the electrical double layer (EDL).
The frequencies equations are obtained by using displacement functions and one electric potential function.
This function is then combined with a simple electric current analysis technique, specifically, the orthotropic electric potential function method.
Orthotropic electric potential function analysis has shown to be applicable to the calculation of electric current density in laminated carbon composites.
An orthotropic electric potential function has been previously proposed, which was effective for modeling of a CFRP cross-ply laminate used in beam structures.
The nonlinear dynamic governing equations containing deflection function, stress function and electric potential function are firstly constructed by Hamilton's principle, then are solved by the iterative homotopy harmonic balance method.
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This feature allows the magnetic and electric potential functions to be uniquely defined in both domains.
This technique generates a large number of virtual microscopic cracks, and calculates the surface voltage distribution of the composites using anisotropic electric potential functions and doublet strings.
Suitable displacement and electric potential functions that identically satisfy the boundary conditions at the simply supported edges are used to reduce the equations that govern the steady-state vibrations of the hybrid laminate to a set of coupled ordinary differential equations, which are solved by employing the power series method.
The present study deals with the effects of dents on the anisotropic electric-potential function method.
The authors previously proposed an anisotropic electric-potential function method to calculate the electric-potential field of laminated CFRP composites.
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