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Then, a modified finite difference method is formulated to numerically solve the problem.
Furthermore, the finite difference method is formulated to discretize the reduced initial boundary value problem with high-order artificial boundary conditions on a bounded computational domain.
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The transport equations for the model problem are simplified using lubrication theory, and a convergent finite-difference method is formulated to obtain solutions to the simplified equation set.
The finite difference method is employed in this case study to numerically compute the solution of system (16 - 21 16 - 21
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.
The finite difference method is a method of resolution of differential equations that is based on the approximation of derivatives with finite differences [ 64, 65].
The finite element method and finite difference method were selected to deduce the numerical format of the matrix and fracture.
The weighted average finite difference method was initiated in [21].
The standard finite element method and the finite difference method are its particular cases.
Both the finite element and finite difference methods are a numerical method.
The weighted average finite difference methods were introduced in [24].
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