The MUSE beamline calorimeter

  • W. Lin*
  • , T. Rostomyan
  • , R. Gilman
  • , S. Strauch
  • , C. Meier
  • , C. Nestler
  • , M. Ali
  • , H. Atac
  • , J. C. Bernauer
  • , W. J. Briscoe
  • , A. Christopher Ndukwe
  • , E. W. Cline
  • , K. Deiters
  • , S. Dogra
  • , E. J. Downie
  • , Z. Duan
  • , I. P. Fernando
  • , A. Flannery
  • , D. Ghosal
  • , A. Golossanov
  • J. Guo, N. S. Ifat, Y. Ilieva, M. Kohl, I. Lavrukhin, L. Li, W. Lorenzon, P. Mohanmurthy, S. J. Nazeer, M. Nicol, T. Patel, A. Prosnyakov, R. D. Ransome, R. Ratvasky, H. Reid, P. E. Reimer, R. Richards, G. Ron, O. M. Ruimi, K. Salamone, N. Sparveris, N. Wuerfel, D. A. Yaari
*Corresponding author for this work

Research output: Contribution to journalArticlepeer-review

Abstract

The MUon Scattering Experiment (MUSE) was motivated by the proton radius puzzle arising from the discrepancy between muonic hydrogen spectroscopy and electron–proton measurements. The MUSE physics goals also include testing lepton universality, precisely measuring two-photon exchange contribution, and testing radiative corrections. MUSE addresses these physics goals through simultaneous measurement of high precision cross sections for electron–proton and muon–proton scattering using a mixed-species beam. The experiment will run at both positive and negative beam polarities. Measuring precise cross sections requires understanding both the incident beam energy and the radiative corrections. For this purpose, a lead-glass calorimeter was installed at the end of the beam line in the MUSE detector system. In this article we discuss the detector specifications, calibration and performance. We demonstrate that the detector performance is well reproduced by simulation, and meets experimental requirements.

Bibliographical note

Publisher Copyright:
© 2025

Keywords

  • Calorimeter
  • Elastic scattering
  • MUSE
  • Nuclear charge distribution
  • Proton radius

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