欢迎登录材料期刊网

材料期刊网

高级检索

Wigner函数作为相空间中的一个准概率分布函数,也是密度矩阵的特殊表示形式,具有十分重要的物理意义.首先介绍了wigner函数的性质及其计算方法,然后利用星本征方程(Moyal方程)计算了三维谐振子的Wigner函数.最后讨论了在相空间中描述声子与电子(或光子)相互作用的方法,并得到了跃迁几率在相空间中所满足的方程.

参考文献

[1] Wigner E.Phys Rev,1932,40:749.
[2] Wang Yahui,Wang Jianhua,Ren Yajie,et al.Nuclear Physcis Review,2009,26(1):19(in Chinese).(王亚辉,王剑华,任亚杰等,原子核物理评论,2009,26(1):19).
[3] Wang Yahui,Wang Jianhua,Huang Wendeng.Nuclear Physcis Review,2008,25(3):218(in Chinese).(王亚辉,王剑华,黄文登.原子核物理评论,2008,25(3):218.)
[4] Kim Y,Wigner E.Am J Phys,1990,58:439.
[5] Hillery M,O'Connell R,Scully M.Phys Repts,1984,106:121.
[6] Balasz N,Jennings B.Phys Repts,1984,104:347.
[7] Takayuki Hori,Takao Koikawa,Takuya Maki.Prog Theor Phys,2002,108:1123.
[8] Lee Hai-Woong.Physcis Reports,1995,259:47.
[9] Cosmas Zachos.Int J Mod Phys,2002,A17:297.
[10] Nuno C D,Joao N P.J Math Phys,2007,48:012109.
[11] Heng Taihua,Li Ping,Jing Sicong.Chinese Phys Lett,2007,24(3):592.
[12] Kurtsiefer Ch,Pfau T,Mlynek J.Nature,1997,386:150.
[13] Seiberg N,Witten E.JHEP,1999,9909:032.
[14] Li Kang,Wang Jianhua,Dulat Sayipjamal,et al.Int J Theor Phys,2010,49:134.
[15] Wang Jianhua,Li Kang.J Phys(A:Math.Theor),2007,40:2197.
[16] Wang Jianhua,Li Kang.Chinese Physics Letters,2007,24(1):5.
[17] Li Kang,Wang Jianhua.Eur Phys J,2007,C50(4):1007,hep-th/0608100.
[18] Wang Jianhua,Li Kang.High Energy Physics and Nuclear Physics,2006,30(11):1053(in Chinese).(王剑华,李康.高能物理与核物理,2006,30(11):1053.)
[19] Wang Jianhua,Li Kang,Liu Peng.High Energy Physics and Nuclear Physics,2006,30(5):387(in Chinese).(王剑华,李康,刘鹏.高能物理与核物理,2006,30(5):387.)
[20] Wang Jianhua,Li Kang,Dulat Sayipjamal.Chinese Physics,2008,C32(10):803.
[21] Man'ko V I,Marmo G,Sudarshan E C G,Phys Lett,2008,A372:4364.
上一张 下一张
上一张 下一张
计量
  • 下载量()
  • 访问量()
文章评分
  • 您的评分:
  • 1
    0%
  • 2
    0%
  • 3
    0%
  • 4
    0%
  • 5
    0%