Quantum Statistical Properties of the Exciton in a Leaky Quasi-Mode Cavity
Zhao-Xian Yu, Jiao Zhi-Yong · Communications in Theoretical Physics · 2002
We have studied quantum statistical properties of the exciton in a leaky quasi-mode cavity. It is shown that when the exciton is initially in a squeezed coherent state whereas cavity initially in a vacuum state, there is energy exchange between the exciton and cavity. Both the exciton and cavity may exhibit sub-Poissonian distribution and exist quadrature squeezing. Calculation shows that correlation between the exciton and cavity is classical, which implies that there is not the violation of the Cauchy–Schwartz inequality.