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关于一类单模算符eiφ和e-iφ的本征态和本征值

, PP. 45-57

Keywords: 湮没算符,产生算符,Fock空间,本征态,本征值

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Abstract:

研究一类单模算符eiφ=1/f(N)*a和e-iφ=a*-1/f(N).?通过应用Bose算符的性质和算符的技巧,发现了该算符在Fock表象的本征态.这在光子和原子的相互作用方面有重要贡献.

References

[1]  [8]Fan H Y, Zaidi H R. An exact calculation of the expectation values of phase operators in squeezed states[J].??Opt Commun?,?1988,68:143.?
[2]  [1] Dirace P A M. ?Lecture on Quantum field theory?[M].New York:Academic Press,1966:151-170.?
[3]  [2]Heitler W. ?The Quantum theory of radiation?[M].3rd ed. London:Oxford Claredon Press,1954:115-156.?
[4]  [3]Loudon R. ?The Quantum theory of light?[M].Oxford: Oxford University Press,1973:46-64.?
[5]  [4]Agarwal G S. Eigenstates of the phase operator ala Dirac for a two?model field [J].?Opt Commun,?1993,100:479.?
[6]  [5]党兰芬,邹丽新.逆算符在Fock空间的性质及基本特征[J].苏州大学学报,2002,18(4):67-70.?
[7]  [6]Fan H Y. Inverse operators in Fock space studied via a coherent?state approach[J].?Phys Rev,?1933,47:4521-4523.?
[8]  [7]刘汉俊,王晓芹,逯怀新,等.用超对称幺正变换解具有逆场算符的Jaynes?cummings模型[J].量子电子学报,2001,18(3):244-248. ?
[9]  [9]Fan H Y. On the common eigenvectors of two-mode creation operators and the charge operator[J].?Mod Phys Lett A,?1994,9:1291.
[10]  [10] Fan H Y. Complex representation of the density matrix obtained via creation operator eigenvectors[J].?Phys Lett A,?1996,219:175.?
[11]  [11]Fan H Y, Fan T F. Inverse of radiation field operators and generalized Jaynes?cummings model[J].?Commun Theor Phy,?1994,22(4):495-498.?
[12]  [12]范洪义.量子力学纠缠态表象及其应用[M].上海:上海交通大学出版社,2001:20-25.?
[13]  [13]王继锁,冯健.一种新的奇偶非线性相干态及其量子统计性质[J].物理学报,2002,51(11):2509-2513
[14]  [14]孟祥国,王继锁.新的奇偶非线性相干态及其非经典性质[J].物理学报,2007,56(4):2154-2159.

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