Statistical Model of Atoms with Correlation and Angular Momentum

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概要

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• The statistical model of atoms with a non-zero total angular momentum is extended, within the semi-classical frame work, to include the correlation energy of the electron gas. The equations for the model are derived by means of a variational principle and are solved approximately by a perturbation method. As an application of the model, the approximate solution is used to compute values of the orbital magnetic hyper-fine structure parameter for five different elements. Also, the previously reported values of the same quantity for the case of no-correlation are recalculated by using revised values of the TF and TFD functions. The results are presented graphically. The effect of correlation on the orbital magnetic hyper-fine structure is shown to be quite large.

• 理論物理学刊行会の論文
• 1964-11-25

著者

• JAIN Ashok

  Department of Nuclear Science Faculty of Science Kyoto University

• JAIN Ashok

  Department of Nuclear Science, Faculty of Science Kyoto University

関連論文

• Energy Levels in the Thomas-Fermi-Dirac Atom
• Some Applications of Csavinszkys' Solution of the T-F Equation
• Statistical Model of Atoms with Correlation and Angular Momentum
• Electron Correlation in Statistical Model Calculation of Compton Profiles

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