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Talk23 min

LHC constraints on monojet signatures from electroweakino DM and coloured-superpartner decays

Iñaki Lara Perez · CERN

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About

We revisit LHC searches for heavy invisible particles. First recasting a dijet signal region in a general multijet plus missing transverse momentum analysis by ATLAS. We find that non-trivial mass limits can be obtained for the Wino and Higgsino LSP scenarios with the present data. We then study monojet/dijet channels as a tool for searching for squarks and gluinos with distinct mass hierarchies. In the case of large mass hierarchy between the squarks and the lightest electroweakino ($\tilde \chi$), the associated squark-wino production, $pp \to \tilde q \tilde \chi$ can lead to a mono-jet like signature, where the high $p_T$ jet is originated from the squark decay, $\tilde q \to q + \tilde \chi$. This associated production, toghether with $pp \to \tilde W \tilde W + \textrm{jets}$ production, has a significant impact on the exclusion limit in the squark-neutralino mass plane. In the case that either either squarks or gluinos are only a few GeV heavier than the LSP, associated squark-gluino production, $pp \to \tilde q \tilde g$ can lead to a distinctive mono-jet signature, where the high $p_T$ jet is produced from the decay of the heavier coloured particle into the lighter one and the lighter coloured particle is invisible due to the approximate mass degeneracy. We show that non-trivial exclusion limits in the squark-gluino mass plane can be obtained from existing monojet and dijet analyses..

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The talk

  1. LHC constraints on monojet signatures from electroweakino DM and coloured-superpartner decays 2022-12-15 · 23 min · CERN's player

Credits and licence

Institution
CERN
Department
Workshops
Speaker
Iñaki Lara Perez
Year
2022
Language
English
Subjects
Physics
Source
CERN
Licence
CERN, as CERN states it. CERN's terms
Attribution
© CERN. CERN provides its audiovisual media free of charge for educational and informational use, credited to CERN; this lecture is shown in CERN's own player.
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