Vector meson dominance and the rho meson
arXiv:hep-ph/9807537 · doi:10.1103/PhysRevD.59.074020
Abstract
We discuss the properties of vector mesons, in particular the rho^0, in the context of the Hidden Local Symmetry (HLS) model. This provides a unified framework to study several aspects of the low energy QCD sector. Firstly, we show that in the HLS model the physical photon is massless, without requiring off field diagonalization. We then demonstrate the equivalence of HLS and the two existing representations of vector meson dominance, VMD1 and VMD2, at both tree level and one loop order. Finally the S matrix pole position is shown to provide a model and process independent means of specifying the rho mass and width, in contrast to the real axis prescription currently used in the Particle Data Group tables.
18 pages, REVTEX
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- An Effective Approach to VMD at One Loop Order and the Departures from Ideal Mixing for Vector Mesons
- BHLS, a New Breaking of the HLS Model and its Phenomenology
- Low energy constituent quark and pion effective couplings in a weak external magnetic field
- Masses and widths of the rho(770)
- BHLS Upgrade : spectra, muon HVP and the [] System
- The Pion Form Factor Within the Hidden Local Symmetry Model
- Weak magnetic field corrections to light vector or axial mesons mixings and vector meson dominance
- Pole versus Breit-Wigner resonance description of the orbitally excited baryons