Lie Algebraic Approach to Dynamical Entanglement of Vibrations in Triatomic Molecules(General and Mathematical Physics)

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概要

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• The relation between dynamics of quantum entanglement and dynamics of molecular vibrations is explored by the Lie-algebraic approach. The analytical expression of reduced-density matrices is obtained by using the algebraic model. The linear entropy, von Neumann entropy and the Lyapunov function are employed to measure the quantum entanglement for various initial states, respectively. The mean values of entropy and the Lyapunov function are also discussed.

• 2010-02-25

著者

• FENG Hairan

  Department of Physics and Information Engineering, Jining University

• LI Peng

  Department of Physics and Information Engineering, Jining University

• ZHENG Yujun

  School of Physics, Shandong University

• DING Shiliang

  School of Physics, Shandong University

• Li Peng

  Department Of Physics And Information Engineering Jining University

• Zheng Yujun

  School Of Physics Shandong University

• Feng Hairan

  Department Of Physics And Information Engineering Jining University

• Ding Shiliang

  School Of Physics Shandong University

• Li Peng

  Department Of Biochemistry And Molecular Biology Hanyang University & Genocheck Co. Ltd.

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