Newly observed (2600) and the highly excited states of the family
arXiv:2503.12393 · doi:10.1103/ts1p-slwp
Abstract
We conducted a study using the modified Godfrey-Isgur quark model and quark pair creation model to investigate the spectrum and two-body strong decays of the newly discovered (2600) resonance by the LHCb collaboration. Our analysis revealed that this {resonance} can be assigned as the fourth radial excitation within the light strange meson family. Furthermore, we predicted additional radial excitations in this meson family and systematically discussed their spectra, decay behaviors, and branching ratios. These results provide critical guidance for future to identify their signatures in experiments.
11 pages, 4 figure, version published by PRD
References in corpus (23)
- Mass spectra and Regge trajectories of light mesons in the relativistic quark model
- A Theory of Scalar Mesons
- and
- Charmed-strange mesons revisited: mass spectra and strong decays
- Pionic Decays of , and ,
- B_{s1}(5830) and B_{s2}^*(5840)
- Newly observed D_{sJ}(3040) and the radial excitations of P-wave charmed-strange mesons
- Newly observed D(2550), D(2610), and D(2760) as 2S and 1D charmed mesons
- Light Pseudoscalar Meson and Heavy Meson Scattering Lengths
- The mass spectrum and strong decays of isoscalar tensor mesons
- Light axial vector mesons
- Light meson spectroscopy from Dalitz plot analyses of decays to , , and produced in two-photon interactions
- Contribution of Continuum in the QCD Sum Rule for
- Light unflavor vector meson spectroscopy around the mass range of GeV and possible experimental evidence
- Potential higher radial excitations in the light pseudoscalar meson family
- Possible Assignment of Excited Light Vector Mesons
- Higher states of the meson family
- Study of charmonium decays to in the channels
- Study of the /, / and the newly observed -like state
- Arrangement for meson family
- Construction of Isoscalar Mesonic States Inspired by the Discovery
- The new states and and higher light excited mesons
- The possible assignments of the scalar and within the model