1 / 18

eRHIC Detector Performance

This outline discusses detector requirements, design, and performance for the eRHIC collider experiment. Topics include electron acceptance, momentum and energy resolution, e/π separation, F2 measurement, event reconstruction, and systematic errors.

dittmar
Download Presentation

eRHIC Detector Performance

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. eRHIC Detector Performance I. Abt A. Caldwell X. Liu J. Sutiak Second Electron Ion Collider Workshop Jefferson Lab March 15-17, 2004

  2. Outline • Detector requirements • Detector design • Performance • electron (positron) acceptance • momentum resolution • energy resolution • e / π separation • F2 measurement • event reconstruction • kinematical range • systematic errors • Summary

  3. Detector Requirements • eRHIC — a detector for e–p collider experiment • F2 and FLmeasurement at Q2of 0.1GeV2 - 10GeV2 • low scattering angles • need acceptance at pseudorapidity down to  = -5 • The reconstruction relies on measurement of the scattered electron / positron • need good momentum resolution • need good e / π separation • Vector meson • good momentum resolution also in the proton direction • High x physics • hadronic calorimeter

  4. y Positronbeam x z B Silicon Tracker Proton beam

  5. Calorimetry • Silicon-tungsten EM calorimeters, each ~ 25 X0 thick • Scintillator-uranium hadronic calorimeter (ZEUS FCAL)

  6. Central Part

  7. Tracker Acceptance • Fraction of positrons leaving 3 or more hits  = -5

  8. Momentum Resolution • 3 material budgets • extra light: 2 x 300m silicon planes only • light: + 1200mcarbon support • standard: + 500 m Al beam pipe

  9. Energy Resolution • EM calorimeters: 15% - 20% /  E for electrons

  10. e/π Separation • Energy deposition • hadronic showers are not fully contained, total thickness ~ 1 I • E/p > 0.6 • The resolution is 20% for 1GeV electron =>95% efficiency. • Shower profile • At 2 GeV, the maximum dE/dx of the EM shower is at 4.7 X0. • calorimeter divided to 3 sections – 2 X0, 5 X0,18 X0 • E3/E2 < 3

  11. NC DIS simulation

  12. e p Event Reconstruction • Electron method • for low Q2 and low x: • With momentum resolution of 1% it can be used down toy~0.03,if we requirex/x<30% Ee’

  13. Range for F2 y = 0.06 y = 0.03 y = 1

  14. Electron method - standard Raw acceptance: Acceptance: barrel – catcher border catcher – endwall border Efficiency: Purity: 9 GeV 9.9 GeV

  15. Electron method – extra light(no beam pipe) Raw acceptance: Acceptance: Efficiency: Purity:

  16. F2 - systematic errors Calorimeter energy scale: 1% uncertainty <1% effect on F2 • High statistics at low Q2 – only systematic errors are important • We want to measure F2 at 1% error – what levels of systematic uncertainties are allowed? affects e/ separation Momentum scale: 0.1% uncertainty <1% effect on F2 affects x resolution

  17. F2 - systematic errors Hits efficiency: 1% uncertainty <1% effect on F2 Important at higher Q2, where tracks leave only 3 hits Track finding efficiency: 1% uncertainty <1% effect on F2

  18. Summary • A detector for e-p collider has been designed, with focus on measurement at large rapidities. • The detector performance has been tested using GEANT simulation. • Good momentum resolution and high acceptance for electrons/positrons may be achieved in the desired kinematical range. • For low Q2and lowx, the electron method for reconstructing kinematics can be successfully used, although the beam pipe is a problem here. • First study of systematic errors was done. • Results are looking encouraging

More Related