Trajectory Mixing Scheme for η and η' Mesons
スポンサーリンク
概要
- 論文の詳細を見る
A possible trajectory mixing scheme for the η and η' mesons is proposed based on the picture that the 0^- mesons from an ideal nonet in the dual planar theory and deviate from it through non-planar diagrams. First, we present a general argument for the trajectory mixing picture which is then applied to the specific problem of η and η' mixing. From this approach emerges a novel feature that we need two mixing angles and two renormalization factor, each defined on the mass shells of the η and η'. However, it is shown that the mixing angles Θ_η and Θ_η' can be expressed solely in terms of the bare (planner) trajectories on the mass shells of the η and η' and therefore can be estimated from the known masses of the 0^- mesons. With these new values of mixing angles (Θ_η≠Θ_η'), various SU(3) sum rules among cross-sections of high energy reactions involving the η and η' are analyzed and compared with recent experiments. The conventional mass mixing scheme applied to η and η' mixing with independent octet and singlet couplings is shown to be inadequate for describing charge exchange two-body reactions with the η and η' in the final state.
- 理論物理学刊行会の論文
- 1976-11-25
著者
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Inami T
Department Of Physics Chuo University
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INAMI Takeo
Research Institute for Fundamental Phisics, Kyoto University
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Inami Takeo
Institute Of Physics University Of Tokyo
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Inami Takeo
Institute Of Physics College Of General Education University Of Tokyo
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KAWARABAYASHI Ken
Institute of Physics, University of Tokyo
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KITAKADO Shinsaku
Institute of Physics, University of Tokyo
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Kitakado Shinsaku
Institute Of Physics University Of Tokyo
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Kawarabayashi Ken
Institute For Physics College Of General Education University Of Tokyo
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INAMI Takeo
Yukawa Institute for Theoretical Physics, Kyoto University : the Grant-in-Aid for Scientific Research, Priority Area 231 "Infinite Analysis", Japan Ministry of Education
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INAMI Takeo
Institute of Physics, University of Tokyo
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INAMI Takeo
Research Institute for Fundamental Physics, Kyoto University
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