Are the ψ-Puzzles Included in the Quark Paradox?
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概要
- 論文の詳細を見る
A part of puzzles on ψ-particles are considered within the framework of the quark model. J[or ψ(3.1)], ψ(3.7) and ψ(4.15) are identified as the I=0 and I=1 members of the inverted nonet, which are the J=1 bound states of the scalar diquark (3*) and anti-diquark(3). The masses of the K-mesons belonging to this nonet and also of the scalar meson nonet are predicted. The decays and production properties of these particles are briefly studied under three basic postulates, which form a new part of the quark paradox.
- 理論物理学刊行会の論文
- 1975-10-25
著者
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Iizuka Jugoro
Department Of Physics Nagoya University
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Iizuka Jugoro
Department Of Physics College Of Liberal Arts Kanazawa University
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IIZUKA Jugoro
Department of Physics, Nagoya University
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- Systematics and Phenomenology of Boson Mass Levels. I
- Weinberg-Salam Theory Based on a Z_2-Graded Algebra : Particles and Fields
- On the Lepton-Hadron Collisions
- Nonleptonic Hyperon Decays
- E and η(1425)/l Mesons
- Are the ψ-Puzzles Included in the Quark Paradox?
- The A_1, E(1^)/h'_1 (1.41) and Related Problems : Particles and Fields
- The E(1^)/h'_1(1.41) and Related Mesons : Particles and Fields
- A Remark on the Symmetry Approaches to Strong and Weak Interactions
- Systematics and Phenomenology of Boson Mass Levels. II
- The Universality of the Family of Structure Functions