Unveiling the double-pole structure in the and decays
arXiv:2102.08402 · doi:10.1103/PhysRevD.103.116019
Abstract
By looking at the pseudoscalar-vector meson spectra in the and weak decays, we theoretically investigate the double-pole structure of the resonance by using the Chiral Unitary approach to account for the final state interactions between the pseudoscalar and vector mesons. The resonance appears as dynamically generated through these interactions in coupled channels and influence the shape of the invariant mass distributions under consideration. We show how those shapes are affected by the double-pole structure to confront the results from our model with future experiments that might investigate the spectra in these decays.
26 pages, 12 figures, and 2 Tables. Manuscript published in PRD
References in corpus (9)
- Vector meson-vector meson interaction in a hidden gauge unitary approach
- The ρρinteraction in the hidden gauge formalism and the f_0(1370) and f_2(1270) resonances
- Hidden gauge formalism for the radiative decays of axial-vector mesons
- Two-pole structures in QCD: Facts, not fantasy!
- Three-body Unitarity with Isobars Revisited
- Clues for the existence of two resonances
- Discerning the two poles in decay
- Signatures of the two poles in decay
- Dalitz plot studies of decays in a factorization approach
Cited by in corpus (15)
- A new look at the states from a molecular perspective
- Prediction of new states of and molecular nature
- Pole position of the resonance in a three-body unitary framework
- Axial meson exchange and the and resonances as heavy hadron molecules
- Three-body dynamics of the resonance from lattice QCD
- The reaction \\and the partner of the state
- The seen in as the state seen in
- Molecular , and states
- Analysis on the composite nature of the light scalar mesons and
- states from the and coupled channels: Signal in decay
- Exotic states with triple charm
- Shedding light on the and states with the reaction
- The decay of the
- Inconsistency of the data on the decay width
- A note on the tensor and vector exchange contributions to and reactions