依据等效质量概念，也给出了牛顿第二定律和库仑定律的等效质量表述形式。
With help of concept of equivalent mass, equivalent mass form of Newton's second law and that of Coulomb law are presented as well.
本文探讨了库仑定律的适用条件和运用范围，从而帮助我们深入理解和正确运用库仑定律。
This paper discuss the suitable condition and applicable extent for the law of Coulomb, thus helping us deeply understand and exactly apply it.
电场的数学基础包括：库仑定律的积分形式、高斯定理的积分形式，拉普拉斯公式和泊松公式，散度定理。
Topics for the electric field mathematics include: The integral form of Coulomb's Law, Gauss's Law, the equations of Laplace and Poisson, and the divergence theorem.
在一般情况下，库仑定律是电荷的产物，和q2之间的距离就是半径r，q1q2，divided，by，their，separation，，which，is，r。,为了使最后算出的合理的静电单位和力学单位,我们需要在这儿引入一个常数。
So, in the most general form, Coulomb's law is the product of the charge, q1 And, in order to rationalize electrostatic units with mechanical units, we have to put a factor in here.
本文对库仑定律确立的历史概况、实验验证、适用范围与成立条件及其理论地位作了全面的介绍。
This essay gives an introduction to the historical survey of the formation of Coulomb's Law, its verification, the area of adaptation, and its position in theory.
库仑定律与静电场的高斯定理完全等价。
Coulomb's law and Gauss's law are equivalent in electrostatic field.
库仑定律，电场强度；场强的计算，电场强度通量。
Coulomb law, electric field intensity, calculation of electric field intensity e, flux of electric field intensity.
以库仑定律作为强度破坏准则，破碎区边界上的弹性介质和它内部的塑性介质的破坏条件分别采用了不同的主应力函数。
Different functions for principal stress were used as elastic medium failure conditions at the boundary with the crushing zone and plasticity within the latter based on Coulomb rule.
在分析一类高速永磁轴承工作原理的基础上，根据磁库仑定律建立其轴颈轴承承载力模型。
Based on the analysis of the working principle a type of high-speed permanent magnetic bearing, bearing capacity model was founded on Coulomb's Law.
严格证明了库仑定律应用的范围只限于静止的电荷。
It is proved that coulomb law is only applicable to static electric charges.
然而，实验支持库仑定律表明固定电子做的相互作用。
Nevertheless, experiments supporting Coulomb's law indicated that stationary electrons do interact with each other.
目的在于避开磁场概念 ，只从静电场理论的角度讨论电磁问题 ，通过对运动电荷相互作用力的分析 ，运用简单的几何关系和库仑定律 ，重新诠释了安培力定律。
By analyzing the interaction of the locomotor charges and using simple geometrical relationship and the Coulombs law, we provide a new interpretation for the Ampere force law.
目的在于避开磁场概念 ，只从静电场理论的角度讨论电磁问题 ，通过对运动电荷相互作用力的分析 ，运用简单的几何关系和库仑定律 ，重新诠释了安培力定律。
By analyzing the interaction of the locomotor charges and using simple geometrical relationship and the Coulombs law, we provide a new interpretation for the Ampere force law.
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