Analysis of soft wall AdS / QCD potentials to obtain melting temperature of scalar hadrons

Abstract

We consider an analysis of potentials related to Schrödinger-type equations for scalar fields in a 5D AdS black hole background with dilaton in order to get melting temperatures for different hadrons in a thermal bath. The approach does not consider calculations of spectral functions and it is easy to get results for hadrons with an arbitrary number of constituents. We present results for scalar mesons, glueballs, hybrid mesons and tetraquarks, and we show that mesons are more resistant to being melted in a thermal bath than other scalar hadrons, and in general the melting temperature increases when hadrons contain heavy quarks.

5 pages, 2 figures (8 plots)

References in corpus (9)

• Light scalar mesons in the soft-wall model of AdS/QCD
• Potential Models for Quarkonia
• Scalar hadrons in $Ad{S}_5\times S^5$
• Holographic Picture of Heavy Vector Meson Melting
• Chiral Phase Transition and Meson Melting from AdS/QCD
• Family of dilatons and metrics for AdS/QCD models
• Tetraquarks in holographic QCD
• Light scalar tetraquarks from a holographic perspective
• Thermal Spectral Function and Deconfinement Temperature in Bulk Holographic AdS/QCD with Back Reaction of Bulk Vacuum

Cited by in corpus (7)

• Heavy quarkonia spectroscopy at zero and finite temperature in bottom-up AdS/QCD
• Mesons in a soft-wall AdS-Schwarzschild approach at low temperature
• Baryons in a soft-wall AdS-Schwarzschild approach at low temperature
• Thermal properties of light mesons from holography
• Chiral phase transition at finite chemical potential in 2+1-flavor soft-wall AdS/QCD
• Melting of scalar hadrons in an AdS/QCD model modified by a thermal dilaton
• Temperature dependence of $\rho$ meson-nucleon coupling constant from the AdS/QCD soft-wall model