Speaker
Dr
Shalva Tsiklauri
(The City University of New York-BMCC)
Description
The four-body Schrödinger equations in momentum representation are solved to investigate the bound-state solutions for a system consisting of a phi-meson (ϕ) and three nucleons (NNN). The analysis uses a new spin-3/2 N−ϕ potential derived from lattice QCD simulations near the physical point and the realistic NN Malfliet-Tjon (MT) potential. Our numerical calculations for the ϕppn system in maximum spin result in a ground state binding energy of approximately 12 MeV. These findings indicate the potential for the formation of novel nuclear clusters.
Author
Dr
Shalva Tsiklauri
(The City University of New York-BMCC)
