An algebraic boundary orthogonalization procedure for structured grids
Reijo Lehtimäki
Abstract
Reijo Lehtimäki
Abstract
An algebraic procedure for grid orthogonalization has been developed. It is often difficult to include both grid clustering and orthogonalization in a grid generation method. Often the degree and extent of orthogonality are hard to control when orthogonalization is included in a complicated grid generation method. Fortunately, grid orthogonalization can be performed independently of grid generation. The orthogonalization method developed is simple and includes invertibility control. Copyright © 2000 John Wiley & Sons, Ltd.
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An algebraic procedure for grid orthogonalization has been developed. It is often difficult to include both grid clustering and orthogonalization in a grid generation method. Often the degree and extent of orthogonality are hard to control when orthogonalization is included in a complicated grid generation method. Fortunately, grid orthogonalization can be performed independently of grid generation. The orthogonalization method developed is simple and includes invertibility control. Copyright © 2000 John Wiley & Sons, Ltd.
Key concepts: Orthogonalization, Orthogonality, Grid, Mathematics, Simple (philosophy), Boundary (topology), Mesh generation, Applied mathematics