大学物理 ›› 2013, Vol. 32 ›› Issue (8): 1-1.

• 著者文摘 •    下一篇

有结构中性粒子在外电磁场中运动的魏格纳函数

热依木阿吉·亚克甫[1] 沙依甫加马力·达吾来提[1] 王剑华[2] 古丽米热·吾甫尔[3]   

  1. [1]新疆大学物理科学与技术学院,新疆乌鲁木齐830046 [2]陕西理工学院物电学院,陕西汉中723001 [3]中国石油新疆培训中心新疆石油学院人事组织处,新疆乌鲁木齐830091
  • 出版日期:2013-08-25 发布日期:2013-08-20

The Wigner functions of neutral particles with structure in an external electromagnetic field

  • Online:2013-08-25 Published:2013-08-20

摘要: 魏格纳函数在量子力学、量子光学、热力学和量子统计力学中有着重要的地位和非凡的作用,所以在量子力学中研究处于外电磁场中有结构的中性粒子的魏格纳函数具有很高的价值.本文首先介绍了的魏格纳函数的性质和应用,然后在对称规范下给出了极性原子的哈密顿量,最后通过Bopp变换求解了具有Moyal-Weyl星乘的能量本征方程,得到了处于电磁场中的中性极性粒子的能级和魏格纳函数.

关键词: 魏格纳函数, 中性粒子, Moyal-Weyl星乘

Abstract: The Wigner functions play a significant role in quantum mechanics, quantum optics, thermodynam- ics and quantum statistics. Therefore, it has high research value to investigate the Wigner functions for neutral par- ticles with structure that moving in an external electromagnetic field. In this paper, first, we introduce the proper- ties and application of Wigner function. Then, we provide the Hamihonian of the polarized atom using the symmet- ric gauge. At last, by using Bopp shift, we solve the energy eigenvalue equation With the Moyal-Weyl star product, and obtain the energy levels and Wigner functions of the neutral particles in an external electromagnetic field.

Key words: Wigner functions, neutral particles, Moyal-Weyl star product

中图分类号: 

  • O413.1