The strong vertices of bottom mesons , and bottomonia ,
arXiv:2307.05090 · doi:10.1088/1674-1137/ad061d
Abstract
In this article, the strong coupling constants of vertices , , , and are analyzed in the framework of QCD sum rules. In this work, all possible off-shell cases and the contributions of vacuum condensate terms including , , , and are considered. The momentum dependent strong coupling constants are first calculated and then are fitted into analytical functions which are used to extrapolate into time-like regions to obtain the final values of strong coupling constants. The final results are , GeV, , and GeV. These strong coupling constants are important input parameters which reflect the dynamic properties of the interactions among the mesons and quarkonia.
arXiv admin note: text overlap with arXiv:2304.13969
References in corpus (15)
- Analysis of the vertices , , and with the light-cone QCD sum rules
- The transition form factors for semi-leptonic weak decays of in QCD sum rules
- ρD^*D^* vertex from QCD sum rules
- and vertices in a QCD Sum Rule approach
- Analysis of the vertices D^*D^* P, D^*D V and DDV with light-cone QCD sum rules
- transitions in the rescattering model and the new BaBar measurement
- Structure of the and the strong coupling constant with the light-cone QCD sum rules
- Structure of the mesons and , and the strong coupling constants and
- Analysis of the vertices and with light-cone QCD sum rules
- Strong coupling constants of bottom and charmed mesons with scalar, pseudoscalar and axial vector kaons
- and coupling constants in QCD sum rules
- Systematic Study on QCD Interactions of Heavy Mesons with Meson
- vertex from QCD sum rules
- The strong vertices of charmed mesons , and charmonia ,
- Analysis of the vertex with the light-cone QCD sum rules