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AN INTEGRAL EQUATION METHOD OF NUMERICAL CONFORMAL MAPPING ONTO PARALLEL, CIRCULAR AND RADIAL SLIT DOMAINS

机译:并联,圆形和径向狭缝域数值保形映射的整体方程方法

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We recently proposed a method for numerical conformal mappings of multiply connected open domains onto parallel, circular, and radial slit domains. These three types of standard domains are important in two dimensional potential flow analysis. Our method uses the charge simulation method as the potential problem solver. The charge simulation method offers highly accurate approximation for the smooth, and round boundary conditions, but has some difficulties in application to exterior problems of narrow area and problems with concave corners. In this paper, we propose an integral equation method for numerical conformal mapping onto the slit domains, which is expected to be effective to overcome the difficulties of the charge simulation method with some clever techniques.
机译:我们最近提出了一种用于平行,圆形和径向狭缝域的乘以连接的开放域的数值保形映射的方法。这三种类型的标准域在二维潜在流动分析中是重要的。我们的方法使用电荷仿真方法作为潜在的问题解算器。电荷仿真方法为平滑和圆形边界条件提供高精度近似,但在狭窄区域的外部问题和凹形角落的外部问题中具有一些困难。在本文中,我们提出了一种用于在狭缝域上的数值保形映射的整体方程方法,这预计将有效地克服电荷仿真方法的难以实现一些巧妙的技术。

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