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February 5, 20260 citations

RICH ring reconstruction using machine learning for CBM

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MBMartin Beyer

Key Points

  • The research aims to improve the ring reconstruction process in the CBM experiment using machine learning techniques.
  • Developed a convolutional neural network (CNN) architecture for noise suppression.
  • Revised and optimized the existing Hough transform algorithm for ring finding.
  • Combined local Cherenkov ring finding with ring-track matching from the Silicon Tracking System (STS).
  • Tested methods on simulations and data from the prototype mini-RICH in the mini-CBM experiment.
  • The CNN-based method effectively reduced noise in the detected signals.
  • Improved particle identification rates, particularly for low momentum electrons.
  • The Hough transform optimization enhanced ring finding efficiency in high data rate conditions.

Abstract

The Compressed Baryonic Matter experiment (CBM) at FAIR is designed to explore the QCD phase diagram at high baryon densities with interaction rates up to 10 MHz using triggerless free-streaming data acquisition. For the overall PID, the CBM Ring Imaging Cherenkov detector (RICH) contributes by identifying electrons from lowest momenta up to 10 GeV/c, with a pion suppression factor of > 100. The RICH reconstruction combines a local Cherenkov ring finding with a ring-track matching of found rings and extrapolated tracks from the Silicon Tracking System (STS). The existing conventional algorithm for standalone ring finding based on the Hough transform was revised and optimized. A method based on a CNN architecture was developed for noise suppression while taking into account the latency and data format (space and time, i.e. 3+1) constraints of the triggerless free-streaming readout. The method was tested and validated on simulations taking into account the time data stream and on data from the prototype mini- RICH (mRICH) in the mini-CBM (mCBM) experiment, which shares the same free-streaming readout concept as the future CBM experiment.

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Cite This Study

Martin Beyer (2025) studied this question.

synapsesocial.com/papers/698434ebf1d9ada3c1fb3a75https://doi.org/10.1051/epjconf/202533701248/pdf
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