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- W2023266461 abstract "It is investigated whether the ω meson can be understood as a bound state of ρ-π system, where ρ meson is temporally assumed to be stable. It is shown that the ω-exchanging force alone is not sufficient to produce a bound state in a self-supporting mechanism. However, we can always expect a bound state, if there is an external force, which is attractive and stronger than a certain critical value. It is suggested that the ρ-exchanging force is a possible candidate for the external force, and the mass of bound state thus obtained is lower limited by √mρ2+mπ2cong780 Mev. The coupling constant is estimated to be gπρω2/4πcong0.4, which corresponds to about 10 Mev of the decay width of ω into three poins. The strength of three-ρ vertex, gρ2/4π, becomes about 18, if we put the ρ-π-π coupling as 2.75." @default.
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- W2023266461 date "1964-06-01" @default.
- W2023266461 modified "2023-09-23" @default.
- W2023266461 title "ω Meson and a Bound State of ρ-π System" @default.
- W2023266461 doi "https://doi.org/10.1143/ptp.31.1066" @default.
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