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- W2350803670 abstract "Based on the solution of the Laplace Equations, a numerical procedure for generation of 2-D orthogonal body-fitted curvilinear coordinate system is developed in which the grid points on the boundary can be arbitrarily determined. The method is clear in physical concept, and it is unnecessary to construct special controlling functions, hence the method makes the grid generation easier and also reduces some empirical influences. The grids generated by the method are of good orthogonality to the boundary, and the grid density can be adjusted arbitrarily. With such a characteristic, the braided region and multiply connected region can be divided into several simple connected regions to be solved respectively, and therefore the method simplifies the grid generation for the region with complicated geometric boundaries." @default.
- W2350803670 created "2016-06-24" @default.
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- W2350803670 date "2004-01-01" @default.
- W2350803670 modified "2023-09-23" @default.
- W2350803670 title "Numerical procedure for generation of 2-D orthogonal body-fitted curvilinear coordinate system with arbitrarily determined grid points on the boundary" @default.
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