A numerical method of conformal map of a circular annulus onto the double-connected domain
Abstract:
The paper is a continuation of [1] and is devoted to the development of an efficient numerical algorithm for computation of the conformal map of a circular annulus onto the given double- connected domain with the smooth boundary. The quotient of the radii of the annulus (the so-called the conformal radius) is not known in advance and can be calculated by means of numerical analysis of the conformal map of our domain onto a circular annulus [1]. The method of the paper is a generalization of K.I. Babenko’s approach to the numerical conformal map of a circle onto a given simply-connected domain.
Publication language:russian, pages:19
Research direction:
Mathematical problems and theory of numerical methods
