Long-Lived Particles at the Energy Frontier: The MATHUSLA Physics Case

Long-Lived Particles at the Energy Frontier: The MATHUSLA Physics Case

© 2019 IOP Publishing Ltd. We examine the theoretical motivations for long-lived particle (LLP) signals at the LHC in a comprehensive survey of standard model (SM) extensions. LLPs are a common prediction of a wide range of theories that address unsolved fundamental mysteries such as naturalness, da...

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Detalles Bibliográficos
Main Authors: Curtin, David, Drewes, Marco, McCullough, Matthew, Meade, Patrick, Mohapatra, Rabindra N, Shelton, Jessie, Shuve, Brian, Accomando, Elena, Alpigiani, Cristiano, Antusch, Stefan, Carlos Arteaga-Velázquez, Juan, Batell, Brian, Bauer, Martin, Blinov, Nikita, Salomé Caballero-Mora, Karen, Hyeok Chang, Jae, Chun, Eung Jin, Co, Raymond T, Cohen, Timothy, Cox, Peter, Craig, Nathaniel, Csáki, Csaba, Cui, Yanou, D’Eramo, Francesco, Delle Rose, Luigi, Bhupal Dev, P S, Dienes, Keith R, Dror, Jeff A, Essig, Rouven, Evans, Jared A, Evans, Jason L, Fernández Tellez, Arturo, Fischer, Oliver, Flacke, Thomas, Fradette, Anthony, Frugiuele, Claudia, Fuchs, Elina, Gherghetta, Tony, Giudice, Gian F, Gorbunov, Dmitry, Gupta, Rick S, Hagedorn, Claudia, Hall, Lawrence J, Harris, Philip, Carlos Helo, Juan, Hirsch, Martin, Hochberg, Yonit, Hook, Anson, Ibarra, Alejandro, Ipek, Seyda, Jung, Sunghoon, Knapen, Simon, Kuflik, Eric, Liu, Zhen, Lombardo, Salvator, Lubatti, H J, McKeen, David, Molinaro, Emiliano, Moretti, Stefano, Nagata, Natsumi, Neubert, Matthias, Miguel No, Jose, Olaiya, Emmanuel, Perez, Gilad, Peskin, Michael E, Pinner, David, Pospelov, Maxim, Reece, Matthew, Robinson, Dean J, Rodríguez Cahuantzi, Mario, Santonico, Rinaldo, Schlaffer, Matthias, Shepherd-Themistocleous, Claire H, Spray, Andrew, Stolarski, Daniel, Subieta Vasquez, Martin A, Sundrum, Raman, Thamm, Andrea, Thomas, Brooks, Tsai, Yuhsin, Tweedie, Brock, West, Stephen M, Young, Charles, Yu, Felix, Zaldivar, Bryan, Zhang, Yongchao, Zurek, Kathryn, Zurita, José
Outros autores: Massachusetts Institute of Technology. Department of Physics
Formato: Journal Article
Idioma:English
Publicado: IOP Publishing 2021
Acceso en liña:https://hdl.handle.net/1721.1/136555
Descripción
Summary:© 2019 IOP Publishing Ltd. We examine the theoretical motivations for long-lived particle (LLP) signals at the LHC in a comprehensive survey of standard model (SM) extensions. LLPs are a common prediction of a wide range of theories that address unsolved fundamental mysteries such as naturalness, dark matter, baryogenesis and neutrino masses, and represent a natural and generic possibility for physics beyond the SM (BSM). In most cases the LLP lifetime can be treated as a free parameter from the m scale up to the Big Bang Nucleosynthesis limit of m. Neutral LLPs with lifetimes above 100 m are particularly difficult to probe, as the sensitivity of the LHC main detectors is limited by challenging backgrounds, triggers, and small acceptances. MATHUSLA is a proposal for a minimally instrumented, large-volume surface detector near ATLAS or CMS. It would search for neutral LLPs produced in HL-LHC collisions by reconstructing displaced vertices (DVs) in a low-background environment, extending the sensitivity of the main detectors by orders of magnitude in the long-lifetime regime. We study the LLP physics opportunities afforded by a MATHUSLA-like detector at the HL-LHC, assuming backgrounds can be rejected as expected. We develop a model-independent approach to describe the sensitivity of MATHUSLA to BSM LLP signals, and compare it to DV and missing energy searches at ATLAS or CMS. We then explore the BSM motivations for LLPs in considerable detail, presenting a large number of new sensitivity studies. While our discussion is especially oriented towards the long-lifetime regime at MATHUSLA, this survey underlines the importance of a varied LLP search program at the LHC in general. By synthesizing these results into a general discussion of the top-down and bottom-up motivations for LLP searches, it is our aim to demonstrate the exceptional strength and breadth of the physics case for the construction of the MATHUSLA detector.

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