Abstract

Many extensions of the Standard Model predict the existence of new charged or neutral gauge bosons, with a wide variety of phenomenological implications depending on the model adopted. The search for such particles is extensively carried through at the Large Hadron Collider (LHC), and it is therefore of crucial importance to have for each proposed scenario quantitative predictions that can be matched to experiments. In this work we focus on the implications of one of these models, the TopFlavor Model, proposing a charged $\text{W}^\prime$ boson that has preferential couplings to the third generation fermions. We compare such predictions to the ones from the so called Sequential Standard Model (SSM), that is used as benchmark, being one of the simplest and most commonly considered models for searches at the LHC. We identify the parameter space still open for searches at the LHC, and in particular we show that the cross section for the processes $pp \to \text{W}^\prime \to \tau \nu$ and $pp \to \text{W}^\prime \to tb$ can be up to two orders of magnitude smaller with respect to the SSM, depending on the free parameters of the model, like the particle mass and its width. This study makes the case for further searches at the LHC, and shows how a complete and systematic model independent analysis of $\text{W}^\prime$ boson phenomenology at colliders is essential to provide guidance for future searches.

Highlights

  • The Standard Model (SM) successfully describes three fundamental interactions, and its predictions are in excellent agreement with data

  • We identify the parameter space still open for searches at the Large Hadron Collider (LHC), and we show that the cross sections for the processes pp → W0 → τν and pp → W0 → tb in the top-flavor model (TF) assume different values with respect to the sequential Standard Model (SSM) as a function of the particle mass and width and that the TF has realizations that would not be allowed in the SSM and not yet excluded by data

  • LHC searches for new physics by looking for new charged W0 gauge bosons through a variety of final states including leptons [35,36,37,38] or quarks [39,40,41,42,43,44]

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Summary

Introduction

The Standard Model (SM) successfully describes three fundamental interactions, and its predictions are in excellent agreement with data. It is known that, even putting aside gravitational interactions, the SM cannot be the ultimate fundamental theory. Among the main clues leading to such conclusion are the observation of baryon asymmetry, the neutrino oscillation phenomena, and the dark paradigm. The SM presents issues of selfconsistency, like the Higgs hierarchy problem, that, while not corresponding to a specific observation, undermine its robustness as a fundamental theory valid at all energy

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