A helpful analogy between the covalent bond and Particle Spectroscopy
arXiv:1004.0815 · doi:10.1088/0954-3899/37/5/055002
Abstract
It is proposed that meson resonances are linear combinations of q-qbar and meson-meson (MM); baryon resonances are combinations of qqq and meson-baryon (MB). Mixing between these combinations arises via decays of confined states to meson-meson or meson-baryon. There is a precise analogy with the covalent bond in molecular physics; it helps to visualise what is happening physically. One eigenstate is lowered by the mixing; the other moves up and normally increases in width. Cusps arise at thresholds. At sharp thresholds due to S-wave 2-particle decays, these cusps play a conspicuous role in many sets of data. The overall pattern of light mesons is consistent with nearly linear Regge trajectories, hence q-qbar components. There is no obvious reason why this pattern should arise from dynamically generated states without q-qbar content.
15 pages, 4 figures. A major revision of an earlier paper.
References in corpus (19)
- Observation of a resonance-like structure in the pi^+- psi' mass distribution in exclusive B-->K pi^+- psi' decays
- Dynamically Generated Open and Hidden Charm Meson Systems
- Vector meson-vector meson interaction in a hidden gauge unitary approach
- Is the X(3872) Production Cross Section at Tevatron Compatible with a Hadron Molecule Interpretation?
- The K^*_0(800) scalar resonance from Roy-Steiner representations of pi K scattering
- Hadron Loops: General Theorems and Application to Charmonium
- X(2175) as a resonant state of the system
- Evidence that the Y(4660) is a f_0(980)psi' bound state
- The nature of , , and
- Nature of X(3872) from data
- How Resonances can synchronise with Thresholds
- The Effects of Charged Charm Mesons on the Line Shapes of the X(3872)
- A Study in Depth of f0(1370)
- Re-analysis of data on a0(1450) and a0(980)
- On the ϕ(1020)f_0(980) S-wave scattering and the Y(2175) resonance
- An explanation of the as a bound state
- Scalar, axial-vector and tensor resonances from the rho D^*, omega D^* interaction in the hidden gauge formalism
- Decays of sigma, kappa, a0(980) and fo(980)
- Four-quark stability