The quark masses and meson spectrum: A holographic approach
arXiv:1306.3948 · doi:10.1016/j.physletb.2013.08.032
Abstract
The spectrum of radially excited unflavored vector mesons is relatively well measured, especially in the heavy-quark sector. This provides a unique opportunity to observe the behavior of the hadron spectrum at fixed quantum numbers as a function of the quark mass. The experimental data suggests the approximately Regge form for the radial spectrum, M_n^2=An+B, where A and B are growing functions of the quark mass. We use the bottom-up holographic approach to find the functions A and B. The obtained result shows a good agreement with the phenomenology and consistency with some predictions of the Veneziano-like dual amplitudes.
17 pages, 3 figures, some clarifying remarks are added, to be published in Phys. Lett. B
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- Non-linear Regge trajectories with AdS/QCD
- Bottomonium dissociation in a finite density plasma
- Meson and glueball spectroscopy within the graviton soft wall model
- Holographic model for heavy vector meson masses
- Partial-wave analysis of
- Quasi normal modes for Heavy Vector Mesons in a Finite Density Plasma
- Holographic QCD model for
- Scalar spectrum in a graviton soft wall model
- The effect of higher dimensional QCD operators on the spectroscopy of bottom-up holographic models
- The no-wall holographic model for vector quarkonia
- The case of equivalence of low and high energy constraints on Regge vector spectrum in AdS/QCD
- Quark flavors in hot and dense holographic QCD: setup and comparison to data
- On incorporation of heavy-quark mass into soft-wall holographic models