status of the monte-carlo work alexander kiselev 09.08.2014 eic tracking meeting

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Status of the Monte-Carlo work Alexander Kiselev 09.08.2014 EIC Tracking Meeting

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Sep,8 2014A.Kiselev Application to FLYSUB -> pretty detailed geometry description 3/8 EicRoot display

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Page 1: Status of the Monte-Carlo work Alexander Kiselev 09.08.2014 EIC Tracking Meeting

Status of the Monte-Carlo work

Alexander Kiselev

09.08.2014 EIC Tracking Meeting

Page 2: Status of the Monte-Carlo work Alexander Kiselev 09.08.2014 EIC Tracking Meeting

Sep,8 2014 A.Kiselev

GEM geometry in EicRoot Basic C++ classes and

geometry creation scripts are coded and available

Internal structure: Calculations by Aiwu Input from Kondo

2/8

Very flexible configuration Applicable to both FLYSUB

and EIC detector

Page 3: Status of the Monte-Carlo work Alexander Kiselev 09.08.2014 EIC Tracking Meeting

Sep,8 2014 A.Kiselev

Application to FLYSUB

-> pretty detailed geometry description 3/8

EicRoot display

Page 4: Status of the Monte-Carlo work Alexander Kiselev 09.08.2014 EIC Tracking Meeting

Sep,8 2014 A.Kiselev

GEM geometry in the EIC detector

4/8-> same FLYSUB building blocks

Page 5: Status of the Monte-Carlo work Alexander Kiselev 09.08.2014 EIC Tracking Meeting

Sep,8 2014 A.Kiselev

Tracking sandbox in EicRoot

5/8

TRK2

TRK1

TRK4

TRK3

SBS2

UVA1

-> sufficient to pin down material effects

So far: simplified geometry with realistic material description Kalman filter code ported from HERMES is used

Page 6: Status of the Monte-Carlo work Alexander Kiselev 09.08.2014 EIC Tracking Meeting

Sep,8 2014 A.Kiselev

Example: global linear fit Simulate 32 GeV protons Reconstruct as 3.2 TeV ones (equivalent to global linear fit) Use all TRK & SBS for track fit; try several different resolution values Build UVA residuals under assumption of 1 micron resolution

6/8-> a clear mismatch between linear fit estimate and “true” resolution

Page 7: Status of the Monte-Carlo work Alexander Kiselev 09.08.2014 EIC Tracking Meeting

Sep,8 2014 A.Kiselev

Example: same with the Kalman filter Numerical estimate from the previous page:

if measured UVA residual say for 70 micron TRK&SBS trackers was ~90 microns, the conclusion from global fit would be, that UVA internal resolution is ~85 microns, while in fact it was ~70 microns (and just the global fit error estimate was underestimated)

7/8-> Kalman filter fit does not suffer from this problem

Kalman filter fit

Page 8: Status of the Monte-Carlo work Alexander Kiselev 09.08.2014 EIC Tracking Meeting

Sep,8 2014 A.Kiselev

Timelines, plans, etc Next one-two weeks:

Finalize FLYSUB geometry description (rotated strips, etc) Conclude FLYSUB material effects study

Right after that: Fix EIC tracker geometry for the first physics MC production

More distant future: Include other FLYSUB detectors (vector measurements; 3D rotations) ? Hook up FLYSUB data to the simulation framework

8/8