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量子化驻波腔场中缀饰态原子的演化态矢 被引量:1

THE STATE VETORS OF THE WHOLE SYSTEM ON THE DRESSED STATE ATOM IN A QUANTIZED STANDING-WAVE CAVITY FIELD
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摘要 基于原子与腔场共振相互作用及原子 -场缀饰态 ,建立了两缀饰态原子平移运动Schr dinger方程的一般关系 .然后在对驻波腔场的合适的近似方案下 ,求得了整个原子 -腔场系统的演化波函数 . On the basis of resonance interaction between the atom and the cavity field and with aid of the atomic-field dressed state,the schrdinger equations satisfied by the atomic translational motion for two different atomic dressed internal states were built and under an appropriate approximation,the state vector of the whole system was derived and the interaction was studied.
出处 《常德师范学院学报(自然科学版)》 2003年第1期21-23,共3页 Journal of Changde Teachers University
关键词 量子化驻波腔场 演化态矢 缀饰态原子 量子光学 电磁场 演化波函数 原子-腔场系统 Standing-wave cavity field dressed state atom Hamiltonian state vector
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参考文献7

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同被引文献6

  • 1[2]M.Cirone,K.Rzazewski,J.Mostowski.Effects of motional states of a trapped atom on its interaction with nonresonant light[J].Phys.Rev.1998,A67:202-1 207.
  • 2[3]D.W.Vernooy,H.J.Kimble.Phys.Rsv.,1997,A56:4 287
  • 3[4]T.Pellizzari,S.A.Gardiner,J.I.Cirac,P.Zoller.Decoherence,contin ous observation,quantum computing:A cavity QRD model[J].Phys.Rev.Lett,1995,75:3 788.
  • 4[5]A.Vaglica.Correlations between Rabi oscillations and atomic translational dynamics[J].Phys.Rev.,1998,A58:3 856-3 867.
  • 5[7]Tang Jing-wu,Hunan Du-zhi.State vectors of the whole system on the dressed state atom in a quantized standing-wave cavity field[J].Chemical.Abstracts,2003,139(11):1 267.
  • 6[1]A.C.Doherty,A.S.Parkins,S.M.Tan,D.F.Walls.Motional states of stoms in cavity QED[J].Phys.Rev.1998,A57:4804-4871.

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