Zhi-Long Wan , Hong-Chun Yuan , Xiao-Lei Yin , Chang-Ying Wang , Yi-Xing Wang
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引用次数: 0
摘要
在我们最近完成的工作[Chinese J. Phys. 94(2025) 215]的基础上,我们将分析扩展到一般的二次态,并关注其在热环境中的分析演变,在热环境中,它始终保持与输入状态相同的形式。我们还研究了热环境下的平均光子数、光子计数分布和Wigner分布函数。此外,利用冯·诺依曼熵的微分表示,对热噪声二次态的熵演化进行了解析和数值研究。
Decoherence dynamics of a general quadratic state in a thermal environment
Building on our recently completed work [Chinese J. Phys. 94 (2025) 215], we extend the analysis to a general quadratic state and focus on its analytical evolution in a thermal environment, where it retains the same form as the input state throughout. We also investigate the mean photon number, photon counting distribution, and Wigner distribution function in the thermal environment. In addition, using the differential representation of the von Neumann entropy, we analytically and numerically study the entropy evolution of the quadratic state for thermal noise.
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