Flavor specific chiral $U(1{)}_X$ framework for explaining the ATOMKI anomaly

Abstract

Recent anomalies in nuclear transitions observed by the ATOMKI Collaboration suggest the existence of a new boson with a mass of $\sim 17$ MeV. A theoretically consistent interpretation requires a framework that not only matches the kinematics but also reproduces the observed decay rates while satisfying stringent experimental constraints. Among various possibilities, an axial-vector or mixed vector--axial-vector mediator $Z^{\prime }$ emerges as the most viable candidate. However, getting such couplings for a light $Z^{\prime }$ gauge boson is a highly nontrivial task. In this work, we construct a gauged chiral, flavor specific $U(1{)}_X$ extensions of the Standard Model where the associated $Z^{\prime }$ boson acts as the $17$ MeV particle. By employing a two Higgs doublet framework, we generate the necessary nonvanishing axial-vector couplings while ensuring gauge anomaly cancellation and consistent fermion mass generation. Focusing on the ${}^8\mathrm{Be}$ and ${}^4\mathrm{He}$ signals, we show that in this model the viable parameter space to resolve the ATOMKI anomalies is also consistent with a diverse set of experimental constraints, including atomic parity violation, beam dump experiments, meson decays, and neutrino nucleus and neutrino electron scatterings. Our results demonstrate that this framework offers a theoretically sound and phenomenologically robust solution to the ATOMKI anomaly.

34 pages, 5 figures, 8 Tables

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