对平行场中导体椭球外电势分布的求解

The Solution for the Distribution of Electric Potential outside the Conducting Ellipsoid Which Is in the Polarization Field

采用椭球坐标系和分离变量相结合的方法求解拉普拉斯方程 ,对置于匀强电场中的导体椭球外的电势分布给出了定量描述。

By means of ellipsoidal coordinates and variable separation to solute Laplace's equation ,this paper has given the quantitative description to the distribution of electric potential outside the conducting ellipsoid which is in the polarization field.