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An implicit finite difference method is presented for modelling such flows.
A high-order compact finite difference method is presented for solving the three-dimensional (3D) time-fractional convection diffusion equation (of order α∈(1,2)).
In this paper, a new 27-point finite difference method is presented for solving the 3D Helmholtz equation with perfectly matched layer (PML), which is a second order scheme and pointwise consistent with the equation.
A second order accurate finite difference method is presented for solving two-dimensional variable coefficient elliptic equations on Cartesian grids, in which the coefficients, the source term, the solution and its derivatives may be non-smooth or discontinuous across an interface.
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The results of computations with this finite difference method are presented for flow past a circular cylinder.
A hybrid high-speed machining centre headstock model based on two computation methods: the finite element method and the finite difference method is presented.
In this paper, a comparison of two different computational methods, focusing on Finite-element and Finite-difference methods, is presented for the solution of complex environmental design problems.
A new method is presented for the explicit Eulerian finite difference computation of shock capturing problems involving multiple resolved material phases in three dimensions.
A method is presented for creating a simplified three-dimensional, control volume finite difference, explicit thermal model of the VCS.
A method is presented for modifying the truncation error of a given finite difference scheme approximating a nonlinear evolution equation.
In this article, the finite difference method is used for numerical solution.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com