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Nρρ和Δρρ三强子束缚态的研究 孙宝玺 (北京工业大学) 陈华星 (北京航空航天大学) E. Oset(西班牙Valencia大学)
孙宝玺 (北京工业大学) 陈华星 (北京航空航天大学) E. Oset(西班牙Valencia大学) 第14届全国核结构大会,浙江湖州 2012年4月12-16日
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1. Vector-baryon decuplet interaction
Content 1. Vector-baryon decuplet interaction 2. N-rho-rho system in FCA 3. Delta-rho-rho system in FCA 4. Conclusion
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Vector-vector Interaction
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Interaction Vertex
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Anomalous Term
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Anomalous Term
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Bethe-Salpeter Eqution
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Vector meson – baryon loop function in the dimensional regularization scheme
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Vector meson-baryon loop function accounting for the width of the intermediate states
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Decay modes
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S=-1,I=0 Channel
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S=-1,I=0 Channel
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S=-1,I=1Channel
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Resonance for S=-1,I=1 channel
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EPJA 44, 431 (2010)
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Ten resonances in the different strangeness and isospin channels
Ten resonances in the different strangeness and isospin channels. Degenerate in JP=1/2-, 3/2-, 5/2-.
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Vector-baryon octet interaction
E. Oset and A. Ramos, EPJA 44, 445 (2010). K. P. Khemchandani, H. Kaneko, H. Nagahiro and A. Hosaka, PRD 83, (2011).
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FCA of Faddeev Equation
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FCA of Faddeev Equation
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N-rho-rho system
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Two-body N-rho interaction
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S-Matrix Single scattering Double scattering General form
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Three-body Amplitude
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G function with Λ=875MeV
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Three-body Amplitude
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Decay width of f2(1270)→ππ
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N-rho-rho Amplitude with f2 width
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Delta-rho-rho
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Two-body Delta-rho Amplitudes
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3-body Amplitudes of Delta-rho-rho with decay width of f2(1270)
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EPJA 47 (2011) 127 Peak around 2227MeV for N-rho-rho
Peak around 2372MeV for Δ-rho-rho
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Form factor of f2(1270)
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Form factor of f2(1270)
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Form factor of f2(1270)
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