节点文献
积分求解余弦分布球面电荷的电场
An integral approach to electric field of charges on spherical surface with cosine distribution
【摘要】 积分求解了余弦分布球面电荷(σ=σ0cosθ)的电场.首先合成场点所张立体角在球面所围的2个面元上电荷元的磁场,被积函数是容易积分的单变量三角函数.积分得到的总合成电场与已有结果相同.
【Abstract】 The electric field of charges on spherical surface with cosine distribution( σ = σ0 cos θ) is solved by the integral method. By composition of the electric fields of the charge elements on the two surface area elements enclosed by a solid angle at the field point at first,the resultant fields can be easily obtained. The results are the same with the existing ones.
【关键词】 球面电荷;
余弦分布;
立体角;
积分法;
【Key words】 charges on spherical surface; cosine distribution; solid angle; integral method;
【Key words】 charges on spherical surface; cosine distribution; solid angle; integral method;
【基金】 国家自然科学基金资助项目(11174255)
- 【文献出处】 大学物理 ,College Physics , 编辑部邮箱 ,2018年03期
- 【分类号】O441
- 【下载频次】150