Applicability of the Canonical Quantization Procedure for the Collective Hamiltonian Derived by the SelfConsistent-Collective-Coordinate Method : Nuclear Physics

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概要

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• We investigate the validity of the canonical quantization of the collective Hamiltonian derived by the selfconsistent-collective-coordinate method. Special attention is paid to the boundary condition for the (η*, η) expansion, which fixes the canonical coordinate system to carry out the quantization procedure. We remove the ambiguity of the boundary condition by requiring that the boson representations obtained by the canonical quantization agree, to the order 1/Ω, with those derived by the modified-Marumori boson-expansion method in a certain limit. Numerical examples for an exactly solvable model show that our quantization procedure provides us with remarkably accurate results.

• 理論物理学刊行会の論文
• 1985-08-25

著者

• 松柳 研一

  Theoretical Nuclear Physics Laboratory Riken Nishina Center:yukawa Institute For Theoretical Physics

• Matsuyanagi Kenichi

  Department Of Physics Graduate School Of Science Kyoto University

• Matsuo Masayuki

  Department Of Materials Science Nagoya Institute Of Technology

• Matsumoto Masayuki

  Department Of Cardiology Kyushu Kousei-nenkin Hospital

• MATSUO MASAYUKI

  Graduate School of Science and Technology, Niigata University

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