In-Medium $$K^+$$K+ Electromagnetic Form Factor with a Symmetric Vertex in a Light Front Approach

Using the light-front $$K^ +$$K+-Meson wave function based on a Bethe-Salpeter amplitude model for the Quark-Antiquark bound state, we study the Electromagnetic Form Factor (EMFF) of the $$K^ +$$K+-Meson in nuclear medium within the framework of light-front field theory. The $$K^ +$$K+-Meson model we adopt is well constrained by previous and recent studies to explain its properties in vacuum. The in-medium $$K^ +$$K+-Meson EMFF is evaluated for the plus-component of the electromagnetic current, $$J^+$$J+, in the Breit frame. In order to consistently incorporate the constituent up and antistrange Quarks of the $$K^ +$$K+-Meson immersed in symmetric nuclear matter, we use the Quark-Meson coupling model, which has been widely applied to various hadronic and nuclear phenomena in a nuclear medium with success. We predict the in-medium modification of the $$K^ +$$K+-Meson EMFF in symmetric nuclear matter. It is found that, after a fine tuning of the regulator mass, i.e. $$m_R = 0.600$$mR=0.600 GeV, the model is suitable to fit the available experimental data in vacuum within the theoretical uncertainties, and based on this we predict the in-medium modification of the $$K^ +$$K+-Meson EMFF.