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用全量子理论方法,研究弱克尔介质好腔中Bell态原子与纠缠相干态光场相互作用系统的保真度.结果表明,对理想腔,若原子初始处于相干保持态,腔场初态的平均光子数很小,保真度始终等于1,随着平均光子数的增加,保真度单调衰减;若处于其余Bell态之一,腔场初态的平均光子数很小,保真度在0~1之间作周期性振荡,随着平均光子数的增加,保真度的振荡频率增大,振幅减小.对好腔,若原子初始处于相干保持态,系统保真度呈指数单调衰减;若处于其余Bell态之一,保真度呈指数振荡衰减,且随着平均光子数的增加,保真度的振荡频率增大.

参考文献

[1] Einstein A,Podolsky B,Rosen N,et al.Can quantum-mechanical description of physical reality be considered complete?[J].Phys.Rev.,1935,47(10):777-780.
[2] Schrodinger E.Die Gegenwartige situation in der Qunteunme chanik[J].Naturwissenschaften,1935,23:807-812,823-828,844-849.
[3] Braunstein S L,Kimble H J.Teleportation of continuous quantum variables[J].Phy.Rev.Lett.,1998,80(4):869-872.
[4] Bennett C H,Brassard G,Crepean C,et al.Teleporting an unknown quantum state via dual classical and Einstein-Podolsky-Rosen channels[J].Phys.Rev.Lett.,1993,70(13):1895-1899.
[5] Bouwmeester D,Pan J W,Mattle K,et al.Experimental quantum teleportation[J].Nature,1997,390:575-579.
[6] Furusawa A,Sorensen J L,Braunstein S L,et al.Unconditional quantum teleportation[J].Science,1998,282:706-709.
[7] Ekert A K.Quantum cryptography based on Bell's theorem[J].Phys.Rev.Lett.,1991,67(6):661-663.
[8] Ponomaredko S A,Wolf E.Correlations in open quantum systems and associated uncertainty relations[J].Phys.Rev.A,2001,63:62106.
[9] Zheng S B,Guo G C.Teleportation of super positions of macroscopic of a cavity field states[J].Phys.Lett.A,1997,236:180-182.
[10] Sleator T,Weinfurter H.Realizable universal quantum logic gates[J].Phys.Rev.Lett.,1995,74:4087-4090.
[11] Gershenfield N A,Chuang I L.Bulk spin-resonance quantum computation[J].Science,1997,275:350-356.
[12] Divincenzo D P,Bacon D,Kempe J,et al.Universal quantum computation with the exchange interaction[J].Nature,2000,408:339-345.
[13] Imamoglu A,Awschalom D D,Burkard G,et al.Quantum information processing using quantum dot spins and cavity QED[J].Phys.Rev.Lett.,1999,83:4204-4207.
[14] Cao Zhuoliang,Li Yingqun,Wang Xiancai,et al.Cavity QED technology in quantum information[J].Chinese Journal of Quantum Electronics (量子电子学报),2004,21(2):244-256 (in Chinese).
[15] Liu Chuanlong,Zheng Yizhuang.Teleportation of entangled coherent state through bipartite entangled quantum channels[J].Acta Physica Sinica(物理学报),2006,55(12):6222-6228 (in Chinese).
[16] Jozsa R.Fidelity for mixed quantum states[J].Journal of Modern Optics,1994,41(12):2315-2323.
[17] Xie Lijun,Zhang Dengyu,Tang Shiqing.Fidelity of two-level atom's quantum states in radiation field[J].Chinese Journal of Quantum Electronics(量子电子学报),2008,25(6):719-725 (in Chinese).
[18] Tian Yonghong,Xu Dahai,Han Libo.Fidelity of quantum information in a pair atoms of entanglement state interacting with the squeezed vacuum field[J].Chin.J.At.Mol.Phys.(原子与分子物理学报),2006,23(2):255-261(in Chinese).
[19] Liu Tangkun,Wang Jisuo,Liu Xiaojun,et al.Influence of entangled states of atomic dipole-dipole interaction on the fidelity of quantum states[J].Acta Physica Sinica(物理学报),2000,49(4):708-712 (in Chinese).
[20] Liu Sumei,et al.Fidelity evolution of quantum state for atom and field in the two-photon process[J].Chinese Journal of Quantum Electronics(量子电子学报),2009,26(2):210-217 (in Chinese).
[21] Zou Yan.Fidelity of quantum states for Ⅴ-type three-level atom interacting with the two-mode odd-even entangled coherent field[J].Chinese Journal of Quantum Electronics(量子电子学报),2009,26(3):320-326 (in Chinese).
[22] Wang Zhongchun.Effect of external field on the fidelity of quantum states in the two-atom Tavis-Cummings model[J].Acta Physica Sinica(物理学报),2006,55(9):4624-4630 (in Chinese).
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