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电磁作用常数α值及电子“反常荷”计算

The value of the electromagnetic interaction constant and the calculation of the “anomalous charge” of a electron

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【作者】 焦善庆许弟余王璐

【Author】 JIAO Shan-qing1,XU Di-yu2,WANG Lu3(1.Department of Physics,Science College,Southwest Jiaotong University,Chengdu 610031,China;2.Department of Physics,Sichuan Vocational and Technical College,Suining 629000,China;3.Department of Physics,Liaoning University,Shengyang 110036,China)

【机构】 西南交通大学理学院物理系四川职业技术学院物理系辽宁大学物理系 四川成都610031四川遂宁629000辽宁沈阳110036

【摘要】 用Dirac大数D,Planck大数A唯象地计算了电磁相互作用常数α值,结果与惯用值很好相符.在轻子的亚夸克结构动态模型中,因亚夸克运动使轻子发生等体积表面形变产生电磁作用对称破缺,从而产生“反常质量”,“反常电荷”,则α值将不再是常数,是可变的.由Δme反可计算ΔQe反的值,由Δme反和ΔQe反算出的“反常磁矩”,与实验值相近.最后也讨论了Planck尺度的量子条件.

【Abstract】 The numerical value of the electromagnetic interaction constant is calculated phenomenologically by means of Dirac large number D and Planck large number A,and the result tallies with the customary Value very well.In the dynamic model of the subquark structure of a lepton,because of the equi-valume surface deformation of a lepton caused by the movement of the subquarks in it,the symmetry breaking of electromgnetic interaction occurs,so that the"anomalous mass"and the "anomalous electric charge"of a lepton emerge and the value of α is no longer a constant but is changeable.The value of ΔQe反 can be calculated from Δme反 and that of the anomalous magnetic moment can also be done from both Δme反 and ΔQe反,which are near the experimental Values.And finally,the quantization conditions about Planck scale is discussed.

【基金】 国家自然科学基金资助项目(40474033)
  • 【文献出处】 云南大学学报(自然科学版) ,Journal of Yunnan University(Natural Sciences Edition) , 编辑部邮箱 ,2007年02期
  • 【分类号】O641.1
  • 【被引频次】5
  • 【下载频次】45
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