Add to ORKGThis paper treats conformal mapping as it relates to the generation of grids to be used for flow simulation. Classical and contemporary mapping methods are discussed and compared in some detail. Numerous suggestions are included to help the reader avoid common pitfalls, and the mapping methods believed most promising are identified. /
The problem of the generation of homogeneous grids for spherical domains is considered in the class ...
In this paper, a revitalization of conformal mapping methods applied to fluid flows in two dimension...
AbstractThe generation of computational grids is an important component contributing to the efficien...
A brief historical review of conformal mapping and its applications to problems in fluid mechanics a...
AbstractA simple geometric condition that defines the class of classical (stereographic, conic and c...
SIGLEAvailable from British Library Document Supply Centre- DSC:DX90641 / BLDSC - British Library Do...
The solution of problems in Computational Fluid Dynamics (CFD), using finite difference, finite volu...
This book is an introduction to structured and unstructured grid methods in scientific computing, ad...
Computational Fluid Dynamics is beginning to play a major role in the design of aerospace vehicles. ...
AbstractThis paper is concerned with analysis and applications of geometry-grid generation methodolo...
It is demonstrated by analyses and by numerical illustrations that any arbitrarily prescribed contou...
A finite difference scheme is developed for constructing quasiconformal mappings for arbitrary simpl...
This work presents a method for building a three-dimensional mesh from two- dimensional topologicall...
Details are given of a boundary-fitted mesh generation method for use in modelling free surface flow...
Many difficulties encountered in the numerical solution of partial differential equations emanate fr...
The problem of the generation of homogeneous grids for spherical domains is considered in the class ...
In this paper, a revitalization of conformal mapping methods applied to fluid flows in two dimension...
AbstractThe generation of computational grids is an important component contributing to the efficien...
A brief historical review of conformal mapping and its applications to problems in fluid mechanics a...
AbstractA simple geometric condition that defines the class of classical (stereographic, conic and c...
SIGLEAvailable from British Library Document Supply Centre- DSC:DX90641 / BLDSC - British Library Do...
The solution of problems in Computational Fluid Dynamics (CFD), using finite difference, finite volu...
This book is an introduction to structured and unstructured grid methods in scientific computing, ad...
Computational Fluid Dynamics is beginning to play a major role in the design of aerospace vehicles. ...
AbstractThis paper is concerned with analysis and applications of geometry-grid generation methodolo...
It is demonstrated by analyses and by numerical illustrations that any arbitrarily prescribed contou...
A finite difference scheme is developed for constructing quasiconformal mappings for arbitrary simpl...
This work presents a method for building a three-dimensional mesh from two- dimensional topologicall...
Details are given of a boundary-fitted mesh generation method for use in modelling free surface flow...
Many difficulties encountered in the numerical solution of partial differential equations emanate fr...
The problem of the generation of homogeneous grids for spherical domains is considered in the class ...
In this paper, a revitalization of conformal mapping methods applied to fluid flows in two dimension...
AbstractThe generation of computational grids is an important component contributing to the efficien...