Study of Transition Probability of Low States of Alkali Metal Atoms with WBEPM Theory

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概要

• 論文の詳細を見る

• In this paper, a theory, called Weakest Bound Electron Potential IN/Iodel Theory, is ernployedto study the transition probability of low states of' Na, K, Rb and Cs. The pararaaeters aredetermined by solving the cotrpled equations: concerning energy e and tlte radial expectationvalue<7'>.1 of the weakest bound electron. Sonae transition probabilities of alkali tnetal atomsare given to show the reliability of the present tnethod. Tlae more acctrrate the<7'>..1 and energy:, the better the calculated restrlts of the transition probabilities.

• 社団法人日本物理学会の論文
• 1999-12-15

著者

• Zhou Tao

  Department of Cardiology, The Second Xiangya Hospital, Central South University

• Zhang Y

  Nanjing Univ. Nanjing Chn

• Zhang Yi

  Department Of Applied Chemistry School Of Engineering University Of Toyama

• Zhou Tao

  Department Of Applied Chemistry Kyushu Institute Of Technology

• Zhou Tao

  Department Of Chemistry University Of Science And Technology Of China

• SUN Yujie

  Department of General Surgery, the First Affiliated Hospital of Nanjing Medical University

• Wang Tao

  Department Of Chemistry University Of Science And Technology Of China

• ZHENG Nengwu

  Department of Chemistry,University of Science and Technology of China

• SU Wei

  Department of Chemistry,University of Science and Technology of China

• Sun Yujie

  Department Of Chemistry University Of Science And Technology Of China

• Zheng Nengwu

  Department Of Chemistry University Of Science And Technology Of China

• Su W

  Changchun Univ. Sci. And Technol. Changchun Chn

• Zhang Y

  Shanghai Univ. Shanghai Chn

• Zhang Yi

  Department Of Analytical Chemistry Shenyang Pharmaceutical University

• Su Wei

  Department Of Chemistry University Of Science And Technology Of China

• Wang Tao

  Department Of Chemistry College Of Chemistry And Chemical Engineering Xiamen University

• Zhang Yi

  Department Of Mathematics Shanghgahai Uviversity : Department Of Mathematics Zhejiang Narmal Univers

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