对于金属导体引起的电场不规则畸变，采用有限元的方法计算场强以验证是否超出临界值。
And finite element method was adopted to calculate the electric field strength to find whether it is beyond the critical.
采用保角变换的方法，计算了导体栅作屏蔽罩时的场强分布，所得结果表明导体栅具有很好的静电屏蔽作。
The electric field when using conductor gratings as shielding walls is calculated by means of conformal mapping technique.
本文在静电平衡条件的基础上，应用高斯定理讨论带电导体表面的电场强度。
In this paper, Guass theorem is mainly used to discuss the electric field intensity on the surface of charged conductor on condition of electrostatic equilibrium.
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