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The finite difference method is employed to solve the resulting system of nonlinear partial differential equations.
The finite difference method is employed to solve the mathematical model.
The finite difference method is employed to solve coupled algebraic and ordinary differential equations.
A finite difference method is employed to solve the normalized equations governing momentum, heat and mass transports.
Moreover, the finite difference method is employed to solve the system of partial differential equations of motion of MNBS, where good agreement with the analytical results is achieved.
A central finite difference method is employed to solve the model for obtaining temperature distribution, entropy generation, and exergy loss of the micro-fin tube heat exchanger.
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The finite difference method is employed in the numerical simulations to show the effectiveness of the control laws.
The finite difference method is employed in this case study to numerically compute the solution of system (16 - 21 16 - 21
A finite difference method is employed that combines well known numerical techniques and a generalization of the Sturm sequence method to solve the resulting algebraic eigenvalue problem.
In the traditional techniques, the finite difference method is employed, while in the modern techniques, the finite volume method (which for rectangular grids can be viewed as a generalization of the finite difference method) is used.
A three-dimensional hybrid method composed of series solution, the layerwise theory and the differential quadrature method in conjunction with the finite difference method is employed.
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