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在克尔媒质中原子和光场的量子信息保真度 被引量:6

Fidelity of Quantum Information for Atom and Field in Kerr Medium
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摘要 讨论了在克尔媒质中原子与光场相互作用及拉曼相互作用时原子、光场和整个系统的量子信息保真度的时间演化过程。研究光场的光强、失谐量及克尔参量对保真度的影响。研究表明 ,当拉比振荡频率与光子数成正比时保真度表现出周期性的等幅振荡。光强的增加将使保真度下降 ,失谐量的增加会提高保真度 ,克尔媒质也对保真度的演化产生影响。失谐量为 0 ,克尔参量为 0 .5 The evolutions of quantum information for atoms, field and system in Kerr medium and Raman interaction are discussed. The effects of intensity of light, detuning parameters and Kerr coefficients on the fidelity are studied. It is shown that the evolutions of fidelity exhibit oscillations with equi-amplitude and perfect periodicity if the frequency of Rabi oscillation is the linear function of the photon number. Increasing the intensity of light will decrease the fidelity, and increasing the detuning parameters will improve the fidelity. Kerr coefficient affects the fidelity slightly and irregularly. The fidelity oscillates with equi-amplitude and perfect periodicity in the case of Δ=0, χ=0.5g and Raman interaction for degenerate levels.
作者 董传华
机构地区 上海大学物理系
出处 《光学学报》 EI CAS CSCD 北大核心 2003年第10期1181-1187,共7页 Acta Optica Sinica
关键词 量子光学 克尔媒质 原子 光场 量子信息保真度 施密特距离 非线性J-C模型 quantum optics fidelity Kerr medium nonlinear Jaynes-Cummings model Schmidt distance
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  • 1Dai KuiSong HuiLiu Yun a- al.量子信息技术引论[M].Changsha: National Defence University of Science and Technology Press,2001..
  • 2刘堂昆,王继锁,柳晓军,詹明生.纠缠态原子与相干光场作用的量子信息保真度[J].光学学报,2000,20(11):1449-1455. 被引量:33
  • 3Bennett C H, Loudon R, Pegg D T et al . Communication using quantum states. J. btbd. Opt. , 1994, 41(12) :2351' -2373.
  • 4Boschi D, Branca S, De Martini F et al.. Experimental realization of teleporting an unknown pure quantum state via dual classical and Einstein-Podolsky-Rosen Channels.Phys. Rev Lett , 1998, 80(6) :1121-1125.
  • 5Briegel H J, Calarco T, Jaksch D et al . Quantum computing with neutral atom. J Mod Opt , 2000, 47(2/3) :415-452.
  • 6Buzek V, Hillery M. Quantum copying:Beyond the nocloning theorem. Phys Rev (A), 1996, 54(3) :1844-1852.
  • 7Kempe J, Simon C, Weihs G. Optimal photon cloning.Phys Rev (A), 2000, 62(3) -032302-1-032032-8.
  • 8Hillery M, Buzek V, Berthiaume. Quantum secret sharing. Phys Rev (A), 1999, 59(3) : 1829- 1834.
  • 9Hillery M. Quantum cryptography with squeezed states.Phys Rev. (A), 2000, 61(2):022309-1-022309-8.
  • 10Du Side, Gong Shangqing, Xu Zhizhan et al . Production of two-mode optical Schrodinger catlike states via Kerrn onlinearity. Opt Commun , 1997, 138:193-199.

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