大学物理 ›› 2014, Vol. 33 ›› Issue (10): 41-41.

• 著者文摘 • 上一篇    下一篇

如何正确运用介电常数处理导电介质电动力学问题

王振林   

  1. 南京大学物理学院,江苏南京210093
  • 出版日期:2014-10-25 发布日期:2014-10-20

How to correctly use the dielectric constant to handle the electrodynamics of conductive medium

  • Online:2014-10-25 Published:2014-10-20

摘要: 在我国电动力学教材中关于导体存在时电磁波传播的讨论,绝大多数是从绝缘介质入手,然后借助电导率引入复介电常数来描述导体中电磁波的传播特性.这样的处理使得导体中电磁波传播波动方程形式与绝缘介质完全一致.然而不少教材在相关章节忽视了对这里复介电常数物理涵义的剖析,容易让学生误以为这里引入的复介电常数即是金属导体在ω≠0情况下所表现出来的电磁性质;其次,大部分教材混淆了良电导介质和金属导体对电磁波高反射特性在机理上的差异.本文中作者对采用复介电常数处理导体电动力学相关问题做一些分析,并提出一些建议,供同行在教学中参考。

关键词: 导电介质, 金属导体, 复介电常数, 电磁波传播

Abstract: In the discussion of electromagnetic( EM) wave propagating in conductors,a majority of Chinese electrodynamics textbooks start from EM wave propagation in an insulating dielectric,and then describe EM wave propagation in conductors upon the introduction of a complex permittivity. Such a treatment makes the form of EMwave equation for a conductor fully consistent with that for an insulating medium. But a lot of textbooks do not provide an analysis of the physical meaning of the complex permittivity before the relevant discussions. This could easily lead to confusions for students who could suppose incorrectly that the complex permittivity introduced here for a conducting dielectric medium is exactly the dielectric constant of metals for EM waves. Secondly,most of the textbooks do not distinguish different underlying mechanisms that lead to high-reflective characteristics for EM waves incident either on the surface of a conductor with a good conductivity or on a metallic conductor. In this article,the author discusses the concept of complex permittivity,followed with the analysis on several issues that adopt this concept and finally make some suggestions for peer reference in their teaching.

Key words: conducting dielectric medium, metallic conductor, complex permittivity, EM wave propagation

中图分类号: 

  • O413.1