GEARLIKE is a collection of programs designed to solve the accessory parameter problem for constructing the conformal mapping from the open unit disk D to a gearlike image domain. In this context a gearlike domain is a simply connected domain which contains 0 as an interior point and for which the boundary is composed of arcs of circles centered at 0 and segments of radial lines emanating from 0. The mapping function generated by the package is normalized so that 0 is mapped to 0 and the point 1 on the boundary of D is mapped to a user specified vertex on the gearlike domain. (netlib conformal)
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References in zbMATH (referenced in 4 articles )
Showing results 1 to 4 of 4.
- Brown, Philip R.; Porter, R. Michael: Numerical conformal mapping to one-tooth gear-shaped domains and applications (2016)
- Papamichael, Nicolas; Stylianopoulos, Nikos: Numerical conformal mapping. Domain decomposition and the mapping of quadrilaterals (2010)
- Driscoll, Tobin A.: Algorithm 756: A MATLAB toolbox for Schwarz-Christoffel mapping (1996)
- Pearce, Kent: A constructive method for numerically computing conformal mappings for gearlike domains (1991)