The Level Density of a Fermion System in a Parabolic Potential II

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概要

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• The method of our previous paper, by which we calculated the level density of a Fermion system in a parabolic potential, is applied to the nucleus under the assumption that protons and neutrons are moving substantially in the central potential field. In this case we get an interesting result that the level density drops sharply at the magic numbers, in addition to the dependence of the level density on the angular momentum.

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著者

• 岩田 義一

  Department Of Physics Faculty Of Science Ochanomizu University

• 松下 直代

  Department of Physics, Faculty of Science, Ochanomizu University

• 松下 直代

  Department Of Physics Faculty Of Science Ochanomizu University

関連論文

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• Applications of Mellin Transforms to Some Problems of Statistical Mechanics II
• Schroedinger Equations Soluble in Terms of Hypergeometric Functions
• The Level Density of a Fermion System in a Parabolic Potential II
• An Integral Representation of sin x/x and Its Applications
• Approximate Formulas for the Mean Value of a Function over a Tetrahedron
• An Approximate Method for Evaluating a Class of Partition Functions
• The Number of Levels of a Fermion System in a Parabolic Potential
• Empty Spaces of Staeckel
• Evaluation of the Watson Integral of a Face-centered Lattice

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