Temperature-dependent cross sections for charmonium dissociation in collisions with kaons and eta mesons in hadronic matter
Shi-Tao Ji, Zhen-Yu Shen, Xiao-Ming Xu

TL;DR
This paper calculates temperature-dependent cross sections for charmonium dissociation by kaons and eta mesons using a quark-interchange model, revealing differences in their energy and temperature behaviors and implications for hadronic matter.
Contribution
It introduces a comprehensive calculation of kaon-charmonium and eta-charmonium dissociation cross sections with temperature dependence, highlighting differences despite similar meson masses.
Findings
Cross sections vary with temperature and energy, influenced by quark wave functions and meson masses.
Eta-charmonium dissociation behaves differently from kaon-charmonium despite similar meson masses.
Dissociation rates for eta and pion are comparable at low J/psi momenta.
Abstract
We study kaon-charmonium and eta-charmonium dissociation reactions. The K-charmonium dissociation and the eta-charmonium dissociation include 27 reactions. Cross sections for the reactions are calculated in the Born approximation, in the quark-interchange mechanism and with a temperature-dependent quark potential. The temperature dependence of peak cross sections of endothermic reactions is linked to the temperature dependence of quark-antiquark relative-motion wave functions, meson masses and the quark potential. Although the eta meson and kaon have similar masses, the energy and temperature dependence of the eta-charmonium dissociation cross sections are quite different from those of the K-charmonium dissociation cross sections. Using the eta-charmonium and pion-charmonium dissociation cross sections, we calculate the ratio of the corresponding dissociation rates in hadronic matter…
Peer Reviews
No public reviews on file for this paper yet. If you reviewed it on a platform where reviews are public (OpenReview, ICLR, NeurIPS, ICML), you can paste yours below so the community can read it here.
Videos
No videos yet. Explain this paper in a talk, walkthrough, or lecture? Add one.
