保角变换的静电模拟方法

STEABY EIECTRONICITY IMITTED METHOD OF CONSERVATION ANGLE TRANSFORMATION

Ⅰ:引言复平面Z上的点集G可以通过函数ω=f（z）变到复平面ω上的一个点集G*上,如果f（z）∈G*在z=z0∈G点的f′（z0）≠0,则称映射∞=f（z）是保角的。Arg-1（z）是经过变换而转过的角度,|f′z0|是图形的放大率。

This article provide a expriment method,which used steady electronicity imitated harmonic field, for measuring approximate solution a_1, a_2……a_n of the schwarz—christoffed integration ξ=A integral from n=0 to z(z-a_1)^(α_1-1)(z-a_2)^(α_2-1)……(z-a_n)^(z_n-1)dz+A and give out concrete exprement examination. It is meaning that aply woltage, electronic current. substitute for polential and current line of analy fuuction.