Add to ORKGA brief historical review of conformal mapping and its applications to problems in fluid mechanics and electromagnetism is presented. The use of conformal mapping as a grid generator is described. The philosophy of the 'closed form' approach and its application to a Neumann problem is discussed. Karman-Trefftz mappings and grids for ablated, three dimensional bodies are also discussed
The well known Karman-Trefftz conformal transformation, consisting of repeated applications of the s...
The origin of quasiconformal mappings, like that of conformal mappings, can be traced back to old ca...
AbstractMethods are presented for approximating the conformal map from the interior of various regio...
This paper treats conformal mapping as it relates to the generation of grids to be used for flow sim...
The purpose of this thesis is to give a simple interpretation of conformal mapping by some functions...
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...
Conformal mapping is a classical technique which has been utilized for solving problems in aerodynam...
We propose a new algorithm for computing the Riemann mapping of the unit disk to a polygon, also kno...
Thesis (Ph.D.)-- Wichita State University, Fairmount College of Liberal Arts and Sciences, Dept. of ...
AbstractA simple geometric condition that defines the class of classical (stereographic, conic and c...
Conformal maps are functions from subsets of the complex plane to the complex plane that locally pre...
A numerical technique is presented for calculating the Taylor coefficients of the analytic function ...
Methods are presented for approximating the conformal map from the interior of various regions to th...
Conformal maps are a way of distorting regions in the plane in such a manner that angles between int...
The well known Karman-Trefftz conformal transformation, consisting of repeated applications of the s...
The origin of quasiconformal mappings, like that of conformal mappings, can be traced back to old ca...
AbstractMethods are presented for approximating the conformal map from the interior of various regio...
This paper treats conformal mapping as it relates to the generation of grids to be used for flow sim...
The purpose of this thesis is to give a simple interpretation of conformal mapping by some functions...
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...
Conformal mapping is a classical technique which has been utilized for solving problems in aerodynam...
We propose a new algorithm for computing the Riemann mapping of the unit disk to a polygon, also kno...
Thesis (Ph.D.)-- Wichita State University, Fairmount College of Liberal Arts and Sciences, Dept. of ...
AbstractA simple geometric condition that defines the class of classical (stereographic, conic and c...
Conformal maps are functions from subsets of the complex plane to the complex plane that locally pre...
A numerical technique is presented for calculating the Taylor coefficients of the analytic function ...
Methods are presented for approximating the conformal map from the interior of various regions to th...
Conformal maps are a way of distorting regions in the plane in such a manner that angles between int...
The well known Karman-Trefftz conformal transformation, consisting of repeated applications of the s...
The origin of quasiconformal mappings, like that of conformal mappings, can be traced back to old ca...
AbstractMethods are presented for approximating the conformal map from the interior of various regio...