郭琴 教授

发布者:郑杰威发布时间:2022-05-08浏览次数:4099


姓名: 郭琴

职称: 教授

研究方向:量子光学,学科教学(物理)

办公地点:西510

办公电话: 18170931310

电子邮箱: guoqin91@163.com


19727月生,教授,理学博士。1998年硕士毕业于江西师大物理系光学专业;1998年在beplay官方网站官网任教;2008年博士毕业于上海交通大学物理学理论物理专业;20047-8月赴英国伦敦艺术大学语言中心培训。主要从事物理本科课程和理论物理研究生课程教学及量子光学、导波光学方向的科学研究工作,在量子相空间理论、原子与场相互作用理论和腔光机系统理论研究上取得了一定的研究成果。发表SCI研究论文30余篇,主持完成多项省自然科学基金项目,参与完成多项国家自然科学基金项目,获江西省高校科技成果奖两项。


主要著作:

  1. Nonclassical Properties of an Opto-Mechanical System Initially Prepared in N-Headed Cat State and Number StateInternational Journal of Theoretical Physics58: 58–702019.(通讯作者)

  2. Antibunching effect of photons in a two-level emitter-cavity systemPhysical Review A100, 0638341-72019.(第三作者)

  3. Photon blockade in a bimode nonlinear nanocavity embedded with a quantum dotPhysical Review A102(5), 053713 (第三作者)

  4. Nonclassicality and Decoherence of the Variable Arcsine in a Thermal EnvironmentInt. J. Theor. Phys. 536):3970-3980, 2014 (通讯作者)

  5. Dynamics and nonclassical properties of an opto- mechanical system prepared in four-headed cat state and number stateOptics Communications 369179–1882016(通讯作者)

  6. M Times Photon Subtraction-Addition Coherent Superposition Operated Odd -Schr˝odinger-cat State: Nonclassicality and DecoherenceInt. J. Theor. Phys. (2015) 54 (8): 2952–29682015(通讯作者)

  7. New approach for solving the Wigner function from the Husimi function in the two-mode entangled state representationOptik12518):5303–53082014(第一作者)

  8. Density matrix of two interacting particles with kinetic coupling derived in bipartite entangled state representationChin. Phys.16 (9)2007(第一作者)

  9. Husimi Function of Excited Squeezed Vacuum StateCommun. Theor. Phys. 49(5)2008(第一作者)

  10. Revised Virial theorem for Hamiltonians with coordinates-momentum coupling termsCommun. Theor. Phys. (Beijing, China) 502008(第一作者)

  11. The Wigner Function and the Husimi Function of the One- and Two-Mode Combination Squeezed StateInt. J. Theor. Phys. 462007.(第一作者)

  12. Husimi Operator for Describing Probability Distribution of Electron States in Uniform Magnetic Field Studied by Virtue of Entangled State RepresentationInt. J. Theor. Phys. 472008(第一作者)


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