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New Resonances and the Vector-Meson System

Dieter Flamm

Open publisher page 2 citations

Abstract

Under the assumption of exact $S{U}_{3}$ symmetry we investigate the force between two degenerate vectormeson octets due to the exchange of a vector, pseudoscalar, and scalar octet. It is found that many of the recently discovered particles may fit into this scheme as bound states. However, the model does not reproduce the well-known pseudoscalar and vector-meson octets which are its input, but suggests a second octet of each kind at higher mass. It also gives a ${0}^{+}$ and ${2}^{+}$ singlet and octet as well as a ${1}^{+}$ and a ${2}^{\ensuremath{-}}$ octet.

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What this paper is about

Under the assumption of exact $S{U}_{3}$ symmetry we investigate the force between two degenerate vectormeson octets due to the exchange of a vector, pseudoscalar, and scalar octet. It is found that many of the recently discovered particles may fit into this scheme as bound states. However, the model does not reproduce the well-known pseudoscalar and vector-meson octets which are its input, but suggests a second octet of each kind at higher mass. It also gives a ${0}^{+}$ and ${2}^{+}$ singlet and octet as well as a ${1}^{+}$ and a ${2}^{\ensuremath{-}}$ octet.

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Available abstract

Under the assumption of exact $S{U}_{3}$ symmetry we investigate the force between two degenerate vectormeson octets due to the exchange of a vector, pseudoscalar, and scalar octet. It is found that many of the recently discovered particles may fit into this scheme as bound states. However, the model does not reproduce the well-known pseudoscalar and vector-meson octets which are its input, but suggests a second octet of each kind at higher mass. It also gives a ${0}^{+}$ and ${2}^{+}$ singlet and octet as well as a ${1}^{+}$ and a ${2}^{\ensuremath{-}}$ octet.

Key concepts: Octet, Pseudoscalar, Physics, Particle physics, Degenerate energy levels, Meson, Scalar (mathematics), Pseudovector

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