【摘要】 本文研究的主要内容是数值许瓦尔兹─克力斯托夫变换和它所涉及的数值奇异积分问题。利用牛顿─拉夫森迭代法导出了求解许瓦尔兹─克力斯托夫变换各个参数的数值过程。为了提高奇异积分精度，本文对数值高斯─雅可比型积分进行了研究，并用该积分方法对数值许瓦尔兹─克力斯托夫变换公式中出现的奇异积分进行了计算，取得良好结果。本文最后给出了示例，进行了验算。更多还原

【Abstract】 The problem of numerical Schwarz-Christoffel transformation and its numerical singularity integrals is studied in this paper.Numerical procedure to determine each parameter of bekwarz-Christoffel transformation is obtained by Newton-Raplson iteration method.In order to increase numerical accuracy,the numericsl Gauss-Jacobi quadrature is also studied, singularity integrals in numerical Schwarz-Christoffel transformation are computed by the quadrature and result. are got. In the end, some examples are given to examine the results.更多还原