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E vs Y correction in endcap

This study presents detailed corrections for endcap modules using CLUADJUST analysis derived from Bhabha events data collected between runs 37000 and 37100. We highlight the methodology for adjusting energy measurements and cluster distributions in both central and long/short modules. The focus on radial calculations using the R = √(X² + Y²) formula allows for a clear analysis of particle energy (E in MeV) distributions across various cluster ranges. This data serves as a basis for enhancing particle detection accuracy in experimental physics.

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E vs Y correction in endcap

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  1. E vs Y correction in endcap P.Gauzzi

  2. Ycl (cm) CLUADJUST correction CLUADJUST correction central modules (1, 2, 17, 18) long modules (3—12, 19—28) short modules (13—16, 29—32) MC ‘rad04’

  3. Bhabha events Y(cm) E(MeV) • Data (runs 37000 - 37100) X(cm) R=(X2+Y2) (cm) R=(X2+Y2) (cm) E(MeV)

  4. e clusters E (MeV) 9-10 1-2 3-4 11-12 5-6 7-8 13-14 15-16 Y(cm)

  5. e clusters E (MeV) 19-20 25-26 17-18 27-28 21-22 23-24 29-30 31-32 Y(cm)

  6. e clusters E (MeV) 9-10 1-2 3-4 11-12 5-6 7-8 13-14 15-16 Y(cm)

  7. e clusters E (MeV) 19-20 25-26 17-18 27-28 21-22 23-24 29-30 Y(cm)

  8. CLUADJUST correction E-Edch (MeV) • Data (Bhabha events; runs 37000 - 37100) 9-10 1-2 3-4 11-12 5-6 7-8 13-14 15-16 Y(cm)

  9. E-Edch (MeV) 19-20 25-26 17-18 27-28 21-22 23-24 29-30 31-32 Y(cm)

  10. E-Edch (MeV) 1-2 3-4 9-10 11-12 5-6 7-8 13-14 15-16 Y(cm)

  11. E-Edch (MeV) 19-20 25-26 17-18 27-28 29-30 31-32 Y(cm)

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