Generator Coordinate Theory of Normalization Kernels of Cluster Systems. II : Systems Described by Three Generator Coordinate Vectors Involving Complex Conjugate One(s)
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概要
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SU_3-scalar property of normalization kernels of cluster systems is investigated by transforming the kernel into the complex-generator-coordinate space. The eigenvalue problem of the normalization kernel is easily solved by diagonalizing the matrix elements of the antisymmetrization operator with respect to the vector-coupling basis set of the SU_3 algebra. General explicit formulas giving the matrix elements are presented for the systems which are described by three generator coordinate vectors involving complex conjugate one(s). Numerical examples are given with respect to 2α+^<12>C,^8Be+^<12>C and ^<12>C+^<12>C systems.
- 理論物理学刊行会の論文
- 1981-05-25
著者
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Horiuchi Hisashi
Department Of Physics Kyoto University
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Fujiwara Yoshikazu
Cyclotron Laboratory Department Of Physics The University Of Manitoba : Research Institute For Funda
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Fujiwara Yoshikazu
Cyclotron Laboratory Department Of Physics The University Of Manitoba : Research Institute For Funda
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FUJIWARA Yoshikazu
School of Physics, University of Minnesota
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FUJIWARA Yoshikazu
Research Institute for Fandamental Physics, Kyoto University
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FUJIWARA Yoshikazu
Institute of Theoretical Physics, University of Regensburg : Department of Physics, Kyoto University
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