大学物理 ›› 2007, Vol. 26 ›› Issue (4): 16-16.

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电磁场的复矢量表示

许冰[1] 严亮[2] 刘丽华[3]   

  1. [1]《大学物理》编辑部,北京100875 [2]高等教育出版社高职高专分社,北京100029 [3]北京科技大学物理系,北京100083
  • 出版日期:2007-04-25 发布日期:2007-04-20

The complex vector expression of electromagnetic field

  • Online:2007-04-25 Published:2007-04-20

摘要: 在麦克斯韦方程组及洛伦兹力密度公式基础上引入电磁场复矢量,讨论了电磁场普遍规律的新公式,包括对复矢量电磁场的建立,电荷守恒定律,能量守恒定律,电磁场矢势与标势,电磁场动量、能量、张量、相对论协变性等的研究,并和电动力学相比较,得出一些结论.

关键词: 电磁场, 麦克斯韦方程组, 电荷守恒定律, 电磁场能量守恒定律, 洛伦兹力, 能量密度, 能流密度, 动量密度, 动量流密度张量, 相对论协变性

Abstract: The complex vector expression of electromagnetic field is introduced on the base of Maxwell equations and Lorentz force equation, and apply them to formulae the electromagnetic field, including the foundation of the electromagnetic field in complex vector expression, law of conservation of charge, law of conservation of energy, vector potential and scalar potential, momentum, energy, tensor in electromagnetic field, relativistic covariance, and so on. Comparing with electrodynamics, some conclusions are stated.

Key words: electromagnetic field, Maxwell equations, law of conservation of charge, law of conservation of energy, Lorentz force, energy density, Poynting vector, momentum density, momentum flow density, relativistic covariance

中图分类号: 

  • O441