2011Acta Physica SinicaOpen access

Wigner function of a kind of special single-mode squeezed state

YU Hai-jun, Jian-ming Du, Xiulan Zhang

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Abstract

In this paper, the expression of Wigner operator in the coherent state is derived using the IWOP technology. The Wigner function of a kind of special single-mode squeezed state is calculated. When the rotation parameter value changes, the numerical calculations show that the Wigner function in the phase space possesses a rotation displacement feature.

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What this paper is about

In this paper, the expression of Wigner operator in the coherent state is derived using the IWOP technology. The Wigner function of a kind of special single-mode squeezed state is calculated. When the rotation parameter value changes, the numerical calculations show that the Wigner function in the phase space possesses a rotation displacement feature.

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Available abstract

In this paper, the expression of Wigner operator in the coherent state is derived using the IWOP technology. The Wigner function of a kind of special single-mode squeezed state is calculated. When the rotation parameter value changes, the numerical calculations show that the Wigner function in the phase space possesses a rotation displacement feature.

Key concepts: Wigner distribution function, Squeezed coherent state, Operator (biology), Coherent states, Rotation (mathematics), Physics, Function (biology), Mode (computer interface)

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