1) cylinder surface with even electric charge distribution
均匀带电圆柱面
1.
The electric field intensity produced by the cylinder surface with even electric charge distribution is solved basing on the principle of piling up, and it is pointed out that there exists sudden change of the electric field intensity at the surface of an even charged cylinder surface.
根据叠加原理,求出了均匀带电圆柱面在空间任一点产生的场强,并指出带电圆柱面表面的电场强度有跃变。
2) uniform electric straight cylinder surface
均匀带电直圆柱面
1.
On electromotive intensity distribution of immeasurable uniform electric straight cylinder surface;
无限长均匀带电直圆柱面面上电场强度分布
3) uniform charged ring
均匀带电圆环
1.
The results about the magnetic vector potential of current-carrying ring and the electric potential of uniform charged ring which are expressed by Bessel functions are further calculated and analyzed.
用Bessel函数积分对圆环电流磁矢势及均匀带电圆环电势作进一步的计算分析,引申出磁感应强度及电场强度新的级数表达式,分析讨论了所得结果。
2.
Try to solve the electric field at the plane of the uniform charged ring with two different integral technique,and two subsitution formula of the elliptical integral are obtained,and find out that the solution of such a question of which is expressed with the elliptical integral can be extended from one to another.
用两种不同积分技巧解均匀带电圆环所在平面上的场，可推知全椭圆积分的两个替换公式。
4) uniformly charged ring
均匀带电细圆环
1.
A uniformly charged ring is a basic model in electromagnetics and applications, and it is important to study spatial distribution of electric field and electric potential generated by it.
均匀带电细圆环是电磁学理论及应用中的基本模型,研究其产生的电场在空间的分布具有重要意义。
5) charged ring
均匀带电圆环
1.
Spatial distribution of electric potential and electric intensity on charged ring;
均匀带电圆环电位和电场的空间分布
6) charged disk
均匀带电圆盘
1.
From the formula of electric potential stirred up by a point charge, We deduced the space distributes of a u-niform charged disk s electric potential.
由点电荷在空间激发电场的电位公式,用两种不同的方法求出了均匀带电圆盘电位的空间分布。
补充资料：椭圆柱面
椭圆柱面
elliptic cylinder
椭圃柱面[困川允勺肖回甘;，几几。uT.，ee盆.益明.月皿职pl 以一个椭回(e】】i卿)为准线的二次柱面(见二次柱面(s也faCe ofthe歇戈ondo获kr)).如果这个椭圆是实的，则称为实椭圆柱面，其方程具有下列形式: 兰二止二;. 矿’护如果这个椭圆是虚的，则称为虚椭圆柱面(仙a剔阻巧eiliptic eylinder)，其方程具有下列形式: xZ .yZ 二一.十共二-二一1. aZ’b2 A.E、M班川。B撰张鸿林译
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条