Kinetically Balanced B-Spline Expansions in Radial Dirac Equation(Atomic and molecular physics)

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概要

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• Eigenvalue problems for radial Dirac equation are treated by expanding wavefunction over kinetically balanced B-splines. Spurious states which may appear in the eigenvalue problem hardly occur, and the present calculation is effective to calculate energy for bound-state and to prepare a set of eigenstates.

• 2007-05-15

著者

• Igarashi Akinori

  Faculty of Engineering, University of Miyazaki

関連論文

• Study of Angular Momentum Transfer in Electron-Impact \text{2s}\to\text{2p} Excitation for Lithium Isoelectronic Sequence
• Kinetically Balanced B-Spline Expansions in Radial Dirac Equation(Atomic and molecular physics)
• Elastic Scattering and 3p Excitation from Ground State of Sodium Isoelectronic Sequence by Electron Impact

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