Predictions for the beauty meson spectrum

Abstract

We predict the spectrum of the four $1S$ and eight $1P$ nonstrange and strange states in the beauty meson family in the context of effective field theory. By the union of heavy quark effective theory and chiral perturbation theory, the mass formalisms for the heavy-light mesons are defined. Our analysis uses mass expressions involving, for the first time, the full leading self-energy corrections and leading power corrections to the heavy quark and chiral limits. The counterterms present in these expressions are fitted using available experimental and theoretical information on the charmed meson masses and couplings. The results from charm sector are used to make theoretical expectations on the analog beauty meson spectrum. The observed spectrum of the ground state, $B_{(s)}^{(\ast )}$, and excited, $B_{(s)1}$ and $B_{(s)2}^{\ast }$, beauty mesons are well reproduced in our theoretical calculations. The excited scalar, $B_{(s)0}^{\ast }$, and axial-vector, $B_{(s)1}^{\prime }$, beauty mesons have not yet been discovered. Hopefully our predictions may provide valuable clues to further experimental exploration of these missing resonances.

14 pages, 6 figures, 1 table; more discussion added

References in corpus (3)

• Near Mass Degeneracy in the Scalar Meson Sector: Implications for $B_{(s)0}^{\ast }$ and $B_{(s)1}^{\prime }$ Mesons
• Pion couplings to the scalar B meson
• Spectroscopy of excited charmed mesons

Cited by in corpus (6)

• Chiral perturbation theory for heavy hadrons and chiral effective field theory for heavy hadronic molecules
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• Update on strong and radiative decays of the $D_{s0}^{\ast }(2317)$ and $D_{s1}(2460)$ and their bottom cousins
• Towards establishing an abundant $B$ and $B_s$ spectrum up to the second orbital excitations
• $B_{(s)}\to D_{(s)}^{\ast \ast }$ form factors in HQEFT and model independent analysis of relevant semileptonic decays with NP effects
• Hadronic loop effects to excited scalar charmed mesons revisited