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- W1424140101 abstract "Publisher Summary This chapter presents a New Fast Poisson Solver based on the rotated finite difference discretization for solving two-dimensional and three-dimensional problems. This method is an efficient iterative method, which is implemented for two-dimensional problems on a cluster of workstations using parallel virtual machine (PVM), and its convergence history and the accuracy are compared with that of the successive overrelaxation (SOR) method with conventional finite difference approximation. SOR is one of the most popular iterative methods to solve the Poisson equation and a number of modifications have been proposed to accelerate the convergence. The group explicit iterative (GEI) method is proposed to improve the convergence rate and to reduce the computational cost. In two-dimensional problems, the multigrid method is also applied for solving the Poisson equation. The parallelization is carried out on a cluster of networked workstations. Finally, those Poisson solvers are applied to solve two-dimensional driven cavity flow at Reynolds number Re=100." @default.
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- W1424140101 date "1996-01-01" @default.
- W1424140101 modified "2023-09-27" @default.
- W1424140101 title "Parallel computations of CFD problems using a new fast poisson solver" @default.
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