1 1 Obtaining the Dual Readout Correction Sept. 30 th 2011 Hans Wenzel Fermilab ● Introduction ● Definitions ● Motivation ● The steps involved ● Calculate.

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Presentation transcript:

1 1 Obtaining the Dual Readout Correction Sept. 30 th 2011 Hans Wenzel Fermilab ● Introduction ● Definitions ● Motivation ● The steps involved ● Calculate k s, k c ● Obtain the dual readout correction function f corr (C/S) ● Obtain energy response and energy resolution for single particles ● Where to find and how to run the scripts

2 2 Definitions ● E in : energy of incident particle. ● E dep : represents measurement of deposited Energy in Calorimeter (by ionizing particles) e.g. represented by ● deposited energy as reported by Geant 4. ● number of scintillation photons. ● Assuming electrons deposit all energy in the calorimeter: E in (e) = k s x E dep (e)= S ● E Ceren : represents measurement of Energy deposited in form of Cerenkov radiation e.g. represented by number of Cerenkov photons. For electrons E ceren is assumed (we check it) to be directly proportional to E dep and E in : E in (e) = k C x E Ceren (e)= C ● For electrons: C/S = 1 ● Dual read out correction: E in = S / f corr (C/S)

3 3 Motivation ● Corrections k s, k c, f corr (C/S) depend on: ● physics list ● Detector configuration ● Selections cuts (e.g. timing, threshold, clustering, etc..... ) ● What quantity we are measuring ●..... ● Therefore k s, k c, f corr (C/S) need to be estimated for each configuration --> need to automate the procedure (especially with the Grid spitting out results fast :( ● Automation is fine but keep the raw distributions: ● Leakage --> leads to over corrctions (not handled yet) ● Effects like non-continous physics list can have strange effects (QGSP_BERT is a good example)

4 4 Steps involved ● Use mono-energetic electrons of various energies to determine k s, k c ● Use mono energetic pions (and electrons) to obtain f corr (C/S). ● Use mono energetic pions to check the result. ● Apply Dual readout correction ● Check energy response and energy resolution.

5 5 DRCal detector used in this exercise Crystal size in x,y,y: 5 cm Nr. of cells in x,y,z: 40 Crystal Material : G4_BGO Crystal Density : 7.13 [g/cm3] Crystal interaction length: [cm] Crystal radiation length: [cm] Crystal total length (z,y,z): 200 [cm] # interaction length (x,y,z): (ignore material of silicon photo dets. total # of IA length: ) Physics list: (the infamous) QGSP_BERT No thresholds, no clustering

6 6 Sept. 30th 2011 Hans Wenzel Electron energy response Scintillation: E in (e) =k s x E dep (e) = x E dep (e) =S Cerenkov: E in (e) = k C x E ceren (e) = x E ceren (e) =C Using multiple energies to verify Linear response 1/k s 1/k C

7 7 Sept. 30th 2011 Hans Wenzel Calibrated Energy response for single pions S Cerenko v

8 8 Sept. 30th 2011 Hans Wenzel Obtaining the dual readout correction function electron s Pion s Make slices in C/S fit gaussian to S/Ein distribution

9 9 Sept. 30th 2011 Hans Wenzel Dual Readout Correction function E in = S / f corr (C/S)

10 Sept. 30th 2011 Hans Wenzel Dr corrected energy response for single pions.

11 Sept. 30th 2011 Hans Wenzel DR corrected energy resolution

12 Sept. 30th 2011 Hans Wenzel Where to find and how to run the scripts Everything is in CVS (Work in Progress) DRCalRoot/Event/Calibration.C To run it in ROOT type:.L libEvent.so.L Calibration.C init("infiles.txt"); CalE(); Tbrowser b;