The Effect of Symmetry on Structures And Internal Motions of a 4-Body System

  • The Schrodinger equation of a 4-body model system has been solved by using harmonic oscillator product states. The distribution of the wave functions and the shape-density functions in the multi-dimensional coordinate space has been investigated. A comparison has been made among the structures and internal motions of the totally symmetric states 0+, 0 and totally antisymmetric states 0+, 0. The effect of symmetry has been discussed.
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  • [1] 阮文英、鲍诚光,高能物理与核物理,18(1994)74.[2]PJ.Li,C.G.Bao and T.K.Lim,Few-Body Systems,9(1990)11.[3]Y.P.Gan,M.Z.Gong,Z,E.Wo and C.G.Bao Computer Phys.Comm,34(1985)387.
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Ruan Wenying and Bao Chengguang. The Effect of Symmetry on Structures And Internal Motions of a 4-Body System[J]. Chinese Physics C, 1994, 18(5): 454-459.
Ruan Wenying and Bao Chengguang. The Effect of Symmetry on Structures And Internal Motions of a 4-Body System[J]. Chinese Physics C, 1994, 18(5): 454-459. shu
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Received: 1900-01-01
Revised: 1900-01-01
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The Effect of Symmetry on Structures And Internal Motions of a 4-Body System

    Corresponding author: Ruan Wenying,
  • Huanan Science and Technology University, Guangzhou 5106412 Zhongshan University, Guangzhou 510275

Abstract: The Schrodinger equation of a 4-body model system has been solved by using harmonic oscillator product states. The distribution of the wave functions and the shape-density functions in the multi-dimensional coordinate space has been investigated. A comparison has been made among the structures and internal motions of the totally symmetric states 0+, 0 and totally antisymmetric states 0+, 0. The effect of symmetry has been discussed.

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