Axial-tensor Meson family at $$T\ne 0$$

Abstract

The mass and decay constants of $$\rho _2,~\omega _2$$ ρ 2 , ω 2 and a missing member in the $$ 2^{--} $$ 2 - - nonet along with their first excited states are analyzed by the Thermal QCD sum rules approach, including QCD condensates up to dimension five. Mass and decay constant values of these mesons are stable from $$T=0$$ T = 0 up to $$T \cong 120 ~\mathrm {MeV}$$ T ≅ 120 MeV . However, after this threshold point, our numerical analyses indicates that they begin to diminish with increasing temperature. When we compare the hadronic parameters with their vacuum values, masses of these mesons and their first excited states decrease between (1–13%) from the PDG data and (10–26%) for the decay constants. However they diminish in the interval of (9–26%) and (2–34%) respectively with regards to Regge Trajectory Model data. We expect our numerical results will be confirmed by future heavy-ion collision experiments.

Dissociation of Pseudotensor Mesons through Critical Temperature

“…We employ the Thermal QCD sum rules (TQCDSR) technique for analyses and extract the masses and decay constants sum rules of the considered pseudotensor states depending on temperature. This method has been applied successfully for the tensor mesons in the literature [8,9]. A comparison of our results with predictions at vacuum obtained from other approaches is also made.…”