利用含时量子变换理论,给出含时双模耦合谐振子的严格解.并根据这一结果,对于给定的初态为Fock态和相干态情形,讨论了其动力学演化.
参考文献
[1] | C H Bennett et al.[J].Physical Review Letters,1996,76:722. |
[2] | [J].Physical Review A,1996,53:2046. |
[3] | J W Pan;C Simon;C Brukner;A Zeilinger .[J].Nature(London),2001,410:1067. |
[4] | K Banaszek;K W(o)dkiewicz .[J].Acta Physica Slovaca,1999,49:491. |
[5] | Z B Chen;J W Pan;G Hou;Y D Zhang .[J].Physical Review Letters,2002,88:040406. |
[6] | P van Loock;S L Braunstein .[J].Physical Review Letters,2000,84:3482. |
[7] | [J].Physical Review A,1999,61:010302. |
[8] | D Bouwmeester;A Ekert;A Zeilinger.The Physics of Quantum Information[M].Beilin:Springer-Verlag,2000 |
[9] | C H Bennet;H J Herbert;S Popescu;B Schumacher .[J].Physical Review A,1996,53:2046. |
[10] | S Popescu;D Rohrlich .[J].Physical Review A,1997,56:R3319. |
[11] | 陈增兵;逯怀新;吴盛俊;张永德.量子纠缠与空间非定域性[A].北京:北京大学出版社,2001 |
[12] | S J Van Enk;J I Cirac;P Zoller .[J].Science,1998,279:205. |
[13] | S Lloyd .[J].Science,1993,261:1569. |
[14] | C H Bennett;D P DiVincenzo .[J].Nature,1995,377:389. |
[15] | M Kleber .[J].Physics Reports,1994,6:236. |
[16] | Y D Zhang;Z Tang .[J].Journal of Mathematical Physics,1993,34:5639. |
[17] | X B Wang;S X Yu;Y D Zhang .[J].Journal of Physics A:Mathematical and General,1994,27:6563. |
[18] | Y D Zhang;Z Tang .[J].Nuovo Cimento Della Societa Italiana Di Fisica B:General Physics Relativi,1994,109:387. |
[19] | S X Yu;Y D Zhang .[J].Communications in Theoretical Physics,1995,24:185. |
[20] | 张永德.量子力学[M].北京:科学出版社,2003 |
[21] | 徐秀玮;柳盛典;任廷琦;张永德 .含时谐阵子的演化算符和波函数[J].物理学报,1999,48:1601. |
[22] | William H Louisell.Quantum Statistical Properties of Radiation[M].New York:wiley,1973 |
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