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《Journal of Northwest University(Natural Science Edition)》 2005-06
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Odd-number-power amplitude squeezing of a four-state superposition multimode functional superposition state light field

LIU Bao-ying 1,2 , CHEN Yong-zhuang2,LEI Xiao-li1, YUAN Yan-hong1 (1. Institute of Photonics & Photon-Technology, and Provincial Key Laboratory of Photoelectronic Technology, Northwest University, Xi′an 710069, China; 2. Institute of Quantum Optics & Quantum Information Science, and Department of Physics, Shangluo Normal College, Shangluo 726000, China)  
Aim To study the higher-power amplitude squeezing properties of the four-state superposition multimode functional superposition state light field.Methods Based on the superposition theory in quantum Mechanics, a typical kind of multimode functional superposition state light field is structured which is composed of multimode functional even coherent state and multimode functional complex conjugation even coherent state. By using the theory of multimode squeezed, the high-power odd-number-power amplitude squeezing properties of the state|ψ_ 2e (f_j)〉_q are studied. Results the state |ψ_ 2e (f_j)〉_qis a typical non-classical light field, when squeezing number is an odd number, under some certain and fixed conditions, the two components of the state |ψ_ 2e (f_j)〉_qcan present different degree and symmetry odd-power amplitude squeezing effect.Conclusion The spatial distribution function of the classical intensity of the light field has a direct influence upon the squeezed amplitude, the squeezed degree and the squeezed depth of generalized nonlinear 2p+1-th-power amplitude squeezing of the state|ψ_ 2e (f_j)〉_q. Especially, the odd-power amplitude squeezing properties are asymmetrical, nonlinear and anisotropic with the change of the spatial distribution function of classical intensity of each mode of the state|ψ_ 2e (f_j)〉_q.
【Fund】: 陕西省自然科学基金资助项目(2001SL04);; 陕西省科技攻关基金资助项目(2002K05-G9)
【CateGory Index】: O431.2
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