Exact(36)
The method of solution utilizes Superposition principle and Galerkin procedure.
In this section, we study the method of solution for Eq. (1.1).
Now we explain the method of solution for solving initial-boundary value problem (15 - 17 15 - 17
The method of solution involves similarity transformation which reduces the partial differential equations into a non-linear ordinary differential equation.
The effect of electromethodical cofpling on the dynamic resolutions discussed.
The method of solution has been developed based on the multipole expansion technique.
Similar(24)
It has been found that sampling frequency affects the estimation accuracy for both the method of solutions.
Finally, the recent appearance of nonlinear fractional partial differential equations as adequate models in science and engineering makes it necessary to investigate the method of solutions for such equations.
The methods of solution used for treating the nonlinear terms of Eqs.
These results involve the theoretical development as well as the methods of solution for the fractional-order problems.
Although the terminology might change between disciplines, the problems faced, and the methods of solution, show great commonality.
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