2 ^<3,1>P State of Helium Atom

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概要

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• The fairly accurate eigenfunctions of 2 ^<3>P and 2 ^<1>P states of the He atom are determined by the variation method so as to assume the simplest analytical form. The polarization of the s-orbital is taken into account, and the configuration interaction is examined. The nonrelativistic energy eigenvalues are E_<theo>(2^3P)=-2.132 612 64 and E_<theo>(2^1P)=-2.123 198 66 atomic units which include both the normal and specific mass correction. These theoretical values are in fairly good agreement with the observed values E_<obs>(2^3P)=-2.132 968 6±7×10^<-7> and E_<obs>(2^1P)=-2.123 637 3±7×10^<-7> atomic units.

• 理論物理学刊行会の論文
• 1959-10-25

著者

• Ohta Masao

  Department Of Nuclear Engineering Kyoto University

• Araki Gentaro

  Department Of Nuclear Engineering Kyoto University

• Araki Gentaro

  Department Of Industrial Chemistry Faculty Of Engineering Kyoto University

• MANO Koichi

  Department of Nuclear Engineering, Kyoto University

• Mano Koichi

  Department Of Nuclear Engineering Kyoto University : Air Force Cambridge Research Center Bedford

• MANO Koichi

  Department of Nuclear Engineering, Kyoto University : Air Force Cambridge Research Center, Bedford

• OHTA Masao

  Department of Nuclear Engineering, Kyoto University

• ARAKI Gentaro

  Department of Nuclear Engineering, Kyoto University

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