摘要
本文利用磁介质磁化理论的分子电流观点对一静磁场进行了求解,然后,根据静磁场的解利用磁介质磁化理论的磁荷观点求出了该场的极化磁荷分布,在此基础上,利用静磁场的叠加原理求出了一个磁荷分布——真空中与界线距离成反比分布的无限大等量异种磁荷板的磁场.
In this paper, the magnetic charge molecular current view of magnetization of the magnetic medium theory is used to solve a static magnetic field, then the polarized magnetic charge distribution of the static magnetic field is calculated. On this basis, we has calculated equal amounts of heterogeneous magnetic(electric) charge in the vacuum and in a straight line bounded by magnetic(electric) be inversely proportional to the load distribution and point to a straight line distance of infinite planar magnetic(electric) board of magnetic(electric) field. This paper points out a new way of solving static magnetic field and electrostatic field generated by static magnetic charge.
引文
[1] 郭硕鸿.电动力学[M].2版.北京:高等教育出版社,1997: 131.
[2] 景义林.用磁介质磁化理论的磁荷观点求解静磁场兼谈无限大圆平面稳恒发散电流磁场求解的一种新方法[J].大学物理,2015,34(9):10-11.