[1] TAVIS M,CUMMINGS F W.Exact solution for an N-molecule-radiation-field Hamiltonian[J].Physical Review,1968,170:379-384.

[2] SAINZ I,KLIMOV A B,ROA L.Entanglement dynamics modified by an effective atomic environment[J].Physical Review A,2006,73(3):032303.

[3] SANTOS M F,MILMAN P,DAVIDOVICH L,et al.Direct measurement of finite-time disentanglement induced by a reservoir[J].Physical Review A,2006,73(4):040305.

[4] CUI H T,LI K,YI X X.A study on the sudden death of entanglement[J].Physics Letters A,2007,365(1):44-48.

[5] PHOENIX S J D,KNIGHT P L.Periodicity,phase,and entropy in models of two-photon resonance[J].Journal of The Optical Society of America B,1990,7(1):116-124.

[6] ZUO Zhan-chun,XIA Yun-jie.The evolution property of three-body entanglement measure in Tavis-Cummings model[J].Journal of Physics,2003,52(11):2687-2693.

[7] SHAN Chuan-jia,XIA Yun-jie.The entanglement character of two entangled atoms in Tavis-Cummings model[J].Journal of Physics,2006,55(4):1585-1590.

[8] AGARWAL S,RAFSANJANI S M H,EBERLY J H.Tavis-Cummings model beyond the rotating wave approximation:Quasidegenerate qubits[J].Physical Review A,2012,85(4):043815.

[10] REN Xue-zao,Cong Hong-lu.Level crossing in a two-photon Jaynes-Cummings model[J].Chinese Physics B,2012,21(5):054210.

[11] REN Xue-zao,JIANG Dao-lai,CHONG hong-lu,et al.Exact calculations of the energy spectra and the dynamical properties of a two-level system[J].Acta Physica Sinica,2009,(8):5406-5411.

[12] LIU Tao,FENG Mang,WANG Ke-Lin.Exact solution of quantum dynamics of a cantilever coupling to a single trapped ultracold ion[J].Communications in Theoretical Physics,2007,47(3):561.

[13] CHEN Qing-hu,LIU Tao.Entanglement dynamics of two independent Jaynes-Cummings atoms without the rotating-wave approximation[J].Physical Review A,2010,82(5):052306.

[14] CHEN Qing-hu,LIU Tao.Exact solutions to the Jaynes-Cummings model without the rotating-wave approximation[J].Europhysics Letters,2011,96(1):14003.

[15] JIANG Dao-lai,REN Xue-zao,CONG Hong-lu,et al.The entanglement properties of two entangled atoms without rotating wave approximation[J].Acta Photonica Sinica,2010,39(9):1636-1640.

[16] XIA Jian-ping,REN Xue-zao,Cong Hong-lu,et al.Quantum evolution of entanglement property in two-qubit and oscillator coupling system[J].Journal of Physics,2012,61(1):014208.

[17] XIA Jian-ping,REN Xue-zao,Cong Hong-lu,et al.Quantum entanglement of the coherent state field interacting with a type Λ three-level atom without rotating wave approximation[J].Acta Photonica Sinica,2010,39(9):1621-1626.

[18] WOOTTERS W K.Entanglement of formation of an arbitrary state of two qubits[J].Physical Review Letters,1998,80(10):2245.

[19] YI Jian.The quantum entanglement and anti-bunching effect in T-C model[D].Jishou University,2012.

[20] HE Shu.Solutions to the quantum Rabi model with two equivalent qubits[J].Europhysics Letters,5400.

[21] MA Xiao-ping.Squeezing property of binomial state field under the anti-tavis-cummings model[J].Journal of Huaihai Institute of Techology:Natural Science Edition,2010,19(1):1-5.

[22] WANG Xian-cai,Cao Zhuo-liang.Radiation squeezing of the system of the binomial states field interacting with a moving two-level atom[J].Journal of Atomic and Molecular Physics,2006,23(5):872-876.

[23] CUI Ying-hua,SA CHU Er-fu,GONG Yan-li.Quantum entanglement of the binomial field interacting with the moving atoms in tavis-cummings model[J].Photo:Laser,2008,19(9):1265-1268.

[24] ZHANG Ying-jie,XIA Yun-jie,REN Ting-qi,et al.Quantum properties of the entangled coherent light field under the anti-Jaynes-Cummings model[J].Journal of Physics,2009,58(2):722-728.

[25] WAN Lin,LIU San-qiu,TAO Xiang-yang.The nonclassical properties of two level atoms interaction with a single model light field without rotating wave approximation[J].Acta Photonica Sinica,2001,30(7):784-790.