Non-universal minimal Z' models: present bounds and early LHC reach

TL;DR

This paper explores non-universal minimal Z' models with specific U(1) charge combinations, analyzing their compatibility with neutrino data, flavor physics, and early LHC constraints, highlighting potential signals and constraints.

Contribution

It introduces a class of non-universal Z' models, demonstrating their consistency with neutrino oscillation data and analyzing their phenomenology at colliders and in cosmic ray observations.

Findings

Electrophilic B-3L_e model constrained by electroweak tests but fits CDF dielectron excess.

Muonphilic B-3L_mu model weakly constrained, accessible at early LHC.

Hadrophobic L_mu-L_tau model relevant for cosmic ray anomalies.

Abstract

We consider non-universal 'minimal' Z' models, whose additional U(1) charge is a non-anomalous linear combination of the weak hypercharge Y, the baryon number B and the partial lepton numbers (L_e, L_mu, L_tau), with no exotic fermions beyond three standard families with right-handed neutrinos. We show that the observed pattern of neutrino masses and mixing can be fully reproduced by a gauge-invariant renormalizable Lagrangian, and flavor-changing neutral currents in the charged lepton sector are suppressed by a GIM mechanism. We then discuss the phenomenology of some benchmark models. The electrophilic B-3L_e model is significantly constrained by electroweak precision tests, but still allows to fit the hint of an excess observed by CDF in dielectrons but not in dimuons. The muonphilic B-3L_mu model is very mildly constrained by electroweak precision tests, so that even the very early phase of the LHC can explore significant areas of parameter space. We also discuss the hadrophobic L_mu-L_tau model, which has recently attracted interest in connection with some puzzling features of cosmic ray spectra.