Wave function for the squeezed atomic coherent state in entangled state representation and some of its applications
Ji‐Suo Wang, Meng Xiang-Guo, Liang Bao-Long · Chinese Physics B · 2010
Based on the Einstein, Podolsky, and Rosen (EPR) entangled state representation, this paper introduces the wave function for the squeezed atomic coherent state (SACS), which turns out to be just proportional to a single-variable ordinary Hermite polynomial of order 2 j. As important applications of the wave function, the Wigner function of the SACS and its marginal distribution are obtained and the eigenproblems of some Hamiltonians for the generalized angular momentum system are solved.