Nonclassical Properties of Superposition of Two Coherent States Shifted in Phase by 3π/2
Muhammad Ashfaq Ahmad, Ran Zeng, Shutian Liu
We consider the quantum superposition of two coherent states shifted in phase by 3π/2, |α⟩ and |− i α⟩, as well as special states that are characterized solely with respect to amplitude α. According to analysis of nonclassical properties such as oscillatory and sub-Poissonian distribution of photon numbers, photon antibunching, quadrature squeezing, and negativity of Wigner function, it is concluded that the considered superposition state is a nonclassical state. Also, the special state is found to exhibit even stronger nonclassical features when relative phase ϕ of the superposition is equal to the average photon number |α| 2 .
Chinese Physics Letters•Sep 1, 2006•11 citations