Wigner Distribution Function and Husimi Function of a Kind of Squeezed Coherent State

<正> We find a new κ-parameter squeezed coherent state|p,q>κ representation,which possesses well-behavedfeatures,i.e.,its Wigner function's marginal distribution in the"q-direction"and in the"p-direction"is the Gaussianform exp{-κ（q′-q）2},and exp{（p′-p）2/κ},respectively.Based on this,the Husimi function of|p,q>κ is also obtained,which is a Gaussian broaden version of the Wigner function.The|p,q>κ state provides a good representative space forstudying various properties of the Husimi operator.