摘要
本文利用调和函数的富氏积分方程和保角映象函数,严格地求解真空中无限长接地导电椭圆柱面内长直带电线的电场分布.发现镜象电荷的概念不成立.也不是由保角变换函数 Z=W+(c^2/4w)完成到圆域变换的.
This Article makes use of the Fredholm's integral eguation of a harmonic function and the conformal mapping to.solve strictly the vacuum electric field distribution of the infinity long charged straight wire inside a grounded conductive elliptic cylinder,and points out that the concept of mirror image charges is not tenable nor fulfilable from the conformal transformation function z=W+c^2/4W to eyelotomic field.
出处
《辽宁师范大学学报（自然科学版）》
CAS
1993年第2期125-129,140,共6页
Journal of Liaoning Normal University:Natural Science Edition
关键词
傅氏积分方程
椭圆柱面
电场分布
Fredholm's integral eguation
conformal mapping function
analytic function
Cauchy's integral formula
Dirichlet problem
electric field distributionZ
