解释了均匀带电球面内的场强为零的问题。
The problem why the field intensity of the inner of uniform charged ball is zero is explained.
我们接着讨论由一细长、均匀带电的直导线所产生的电场。
We consider next the electric field set up by a long thin uniformly charged wire.
通过几种不同的方法计算和分析了均匀带电介质球体的静电能。
Gives some kinds of calculations and analysis on electrostatic energy of dielectric spheroid with homogenous charges.
介绍了计算均匀带电圆环在周围空间任意点激发的电场强度的方法。
This paper introduces the method of calculation of strength of electric field excited at random point around the uniformly electric ring.
由场的叠加原理，导出了有限长均匀带电薄圆柱面电势和电场的级数表达式。
According to the superposition theorem of the field, the series solutions of the potential and the field of a thin cylindrical surface having limited length charged uniformly are derived.
从点电荷的电势计算公式出发推导出了瓣形均匀带电面在其直径处的电势分布。
The potential profile on the diametral line on uniformly charged petal-like plane is deduced by means of potential formula of point charges.
假设带电体表面均匀带电，运用积分求电势、电场分布的方法，实际意义不大。
On assumption that the surface of the conductive body is uniformly charged, the method for evaluation of the electric field and potential distribution is insignificant in practice.
根据点电荷电势和场的叠加原理，导出了均匀带电细圆环电势和电场的级数表达式。
According to the electric potential of a point charge and the superposition theorem of the field, a series solutions of the potential and the field of a uniformly charged ring are derived.
在直角坐标系中分别表示出了均匀带电椭圆形环在中心轴线上任意位置处的电势及电场。
In the rectangular coordinate system, we express the electric field intensity and different position electric field energy of the elliptical ring with positive electric charge in the central axis.
在直角坐标系中分别表示出了均匀带电椭圆形环在中心轴线上任意位置处的电势及电场。
The new solution of an electric potential and an electric field distributions for a charged electric conduct ring.
根据电势的叠加原理，导出了均匀带电薄圆盘电势的级数表达式，并进而给出了等势面方程。
We obtain the series solution of the potential of a uniformly charged disc and its equipotential surfaces using the superposition theorem.
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。
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.
在真空或无限大均匀电介质中，无限大均匀带电平面的电场强度处处相等，和场点距离该平面的远近无关。
In the vacuum or infinite evenly charged dielectric materials, the field strength of its surface equals at all spots. And it has no relation with the distance of the field spots to the surface.
本文讨论了带电粒子在均匀电磁中运动的普遍情况，及其一般规律，并由此推出几种常见和不常见的特殊情况。
This paper discusses the common movement of the charged particle inthe uniform electric-magnetic field and its universal law, from which special cases happening commonly and uncommonly are deduced.
提供镶嵌油漆分子均匀而微粗糙的表面，涂漆层中的有机或无机材料应含有带电荷的极性官能团。
Surface paint molecules provide inlaid evenly and slightly rough, organic or inorganic material coating shall contain polar groups charged.
用双波量子理论描述带电粒子在均匀磁场中的运动，得到对单个粒子运动状况的完全描述。
Double wave quantum theory is applied to describe the motion of charged particle in a uniform magnetic field. This description of the motion of the particle is complete.
文章指出在均匀磁场中带电粒子的量子运动不违反规范不变原理。
It is pointed out that the quantum motion of charged particles in uniform magnetic field does not violate the gauge invariance principle.
在经典电动力学的基础上，讨论了辐射阻尼影响下非相对论性带电粒子在均匀磁场中的经典运动。
On the basis of classical electrodynamics, the classical motion of non-relativistic charged particle affected by radiantly damping force in equally magnetic field was discussed in the peper.
讨论均匀磁场中三维各向同性带电谐振子的双波函数描述，得到量子和经典极限条件下的结果。
Double wave function quantum theory is applied to describe the motion of three dimension isotropy charged harmonic oscillator in a uniform magnetic field.
在该盘上与转轴同心地放着一有限长的通电螺线管，在盘的边缘均匀对称固定着若干带电金属小球。
In concentric with the shaft of the plate to lay on a finite length solenoid power, the edge of the plate with a number of symmetrical fixed charged metal ball.
用微分方程的严格解，讨论带电粒子在均匀磁场中的运动轨迹，得出带电粒子在均匀磁场中的运动轨迹是螺旋线的结论，目的是加深带电粒子在磁场中运动问题的理解。
Discussed moving equation of bring electric particle in even magnitism field. Conclusion is spiral line for moving trade in even magnitism field. Objective is to deepened understand question.
用微分方程的严格解，讨论带电粒子在均匀磁场中的运动轨迹，得出带电粒子在均匀磁场中的运动轨迹是螺旋线的结论，目的是加深带电粒子在磁场中运动问题的理解。
Discussed moving equation of bring electric particle in even magnitism field. Conclusion is spiral line for moving trade in even magnitism field. Objective is to deepened understand question.
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