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ATLAS Luminosity Measurements Kristof Kreutzfeldt Justus-Liebig-Universitt Gieen On behalf of the ATLAS Collaboration Latsis Symposium Zrich 03. June 06. June 2013 Luminosity in 2011 and 2012 2012 2011 First LHC running period


  1. ATLAS Luminosity Measurements Kristof Kreutzfeldt Justus-Liebig-Universität Gießen On behalf of the ATLAS Collaboration Latsis Symposium Zürich 03. June – 06. June 2013

  2. Luminosity in 2011 and 2012 2012 2011 ● First LHC running period concluded in 2013 with RECORDS in luminosity ● Delivered Luminosity in 2011: L dt = (5.61 ± 0.10) fb -1 ∫ ● Delivered Luminosity in 2012: L dt = (23.3 ± 0.84) fb -1 (preliminary) ∫ ● Luminosity measurements played a major role in the Higgs boson discovery https://twiki.cern.ch/twiki/bin/view/AtlasPublic/LuminosityPublicResults Kristof Kreutzfeldt, U. Gießen 2

  3. Luminosity Measurement Observed average number of inelastic ℒ= R inel μ vis interactions per bunch crossing σ inel = n b f r σ vis visible σ inel calibration of → absolute luminosity scale n b : Number of colliding bunch pairs f r : Revolution frequency (f LHC = 11245.5 Hz) OR )= N OR Strategy: OR ) P EventOR (μ vis = 1 − exp (−μ vis N BC ● Several detectors and algorithms to measure μ vis via inelastic rate ● Calibration of absolute luminosity scale by determining σ vis beam separation scans → ● Consistency of algorithms systematic uncertainties → Kristof Kreutzfeldt, U. Gießen 3

  4. Luminosity Detectors Bunch-by-bunch luminosity: ● LUCID ● Dedicated Luminosity Monitor (5.6 < | | < 6) η BCM ● Beam Condition Monitor (BCM) ● Diamond sensors (| | = 4.2) η LUCID ● Horizontal and vertical pairs ● Inner detector system ● Primary vertex counting BCM (| | < 2.5) η ● Special conditions needed Bunch-blind luminosity: ● Calorimeter currents ● TileCal PMT (| | < 1.7) η ● FCal HV (3.2 < | | < 4.9) η Diamond detectors Kristof Kreutzfeldt, U. Gießen 4

  5. Beam separation scans ρ 2 (x,y) ρ 1 (x,y) Bunch 2 Bunch 1 n 2 n 1 ℒ= n b f r n 1 n 2 ∬ ρ 1 ( x , y )ρ 2 ( x , y ) dxdy = n b f r n 1 n 2 2 πΣ x Σ y ● Proposed by van der Meer Σ x , Σ y : convolved beam widths ● Measure specific interaction rate n 1 n 2 : bunch population product ρ 1 , ρ 2 : normalized particle density for several beam separations in transverse plane Kristof Kreutzfeldt, U. Gießen 5 S. van der Meer, CERN-ISR-PO-68-31 (1968)

  6. Separation scans in practice Luminosity from scan and rate: MAX 2 π Σ x Σ y ⇒σ vis =μ vis n 1 n 2 ● From scan data: ● Convolved beam widths (if gaussian → RMS ) ● Peak interaction rate ● Bunch population product from external beam current measurement (LHC group) ● Conditions with relative low number of bunches and peak rate ● Stability of measured σ vis with BCID and different scans assess uncertainties → Kristof Kreutzfeldt, U. Gießen 6

  7. Scan stability ● L spec = L/(n b n 1 n 2 ) ● Emittance growth between scans ● Up to ≈ 10% variation by colliding ● Uncertainty: variation between bunch pairs (BCID) due to transverse BCIDs and scans ● Good algorithm consistency emittance (yellow band) Kristof Kreutzfeldt, U. Gießen 7

  8. Extrapolation I-III VII-IX I II-III IV-V X-XV IV-IX ● Calibration for whole data taking periods → long term stability, highest rates, different bunch structure ● (Online) Luminosity from BCMV_EventOR algorithm ● Consistency of algorithms provides data driven uncertainties Kristof Kreutzfeldt, U. Gießen 8

  9. Long term stability 2011 2012 Reference Reference ● Calibration of σ vis by only few vdM ● Very small variations in BCM scans assume stable σ vis over data → algorithms ● Slow drifts in TileCal and FCal taking period ● < >: average number of interactions ● Larger variations in 2012 than μ of one ATLAS run 2011 Kristof Kreutzfeldt, U. Gießen 9

  10. dependence μ ● Pile-up effects increase at larger rates → linear measurements up to highest ? μ ● apparent < > dependence actually time dependence from “ramp up” μ ● Variation in FCal: systematic non-linear dependence on total luminosity Kristof Kreutzfeldt, U. Gießen 10

  11. Systematic uncertainties Uncertainty source δ L / L 2010 2011 2012 Bunch population product 3.1% 0.5% vdM calibration Other vdM calibration 1.3% 1.4% Preliminary uncertainties Afterglow correction 0.2% BCM stability 0.2% extrapolation Long-Term stability 0.5% 0.7% μ dependence 0.5% 0.5% Total 3.4% 1.8% 2.8% ● Uncertainty of bunch population product reduced significantly ● 2012 analysis ongoing preliminary result as input for winter conferences → Kristof Kreutzfeldt, U. Gießen CERN-PH-EP-2013-026 11

  12. Outlook ● Accuracy of luminosity calibration exceeded predictions ● Several luminosity calibrations from first LHC run still ongoing: ● 2012 p-p; 2011 Pb-Pb; 2013 p-Pb ● New challenges after LS1 with higher energies and interaction rates Additional calibration method beside vdM scans for the future: ● Measure small angle elastic p-p scattering in the Coulomb-Nuclear interference region with the ALFA detector (special beam optics needed) ALFA station Kristof Kreutzfeldt, U. Gießen 12

  13. Backup Kristof Kreutzfeldt, U. Gießen 13

  14. ATLAS detector Tile Calorimeter FCal ZDC @ 140 m ALFA @ 240 m LUCID MBTS BCM Inner detector Kristof Kreutzfeldt, U. Gießen 14

  15. Bunch population product DC Current Transformer Fast Beam Current Transformer DCCT FBCT ● total current measurement ● bunch-by-bunch current with high accuracy measurement ● two in each beam ● two in each beam ● Relative fraction of total current in each BCID from FBCT CERN-ATS-Note-2012-026 ● Normalization to overall current scale provided by DCCT CERN-ATS-Note-2012-028 CERN-ATS-Note-2012-029 Kristof Kreutzfeldt, U. Gießen 15

  16. Afterglow ● Likely caused by photons from nuclear de-excitation ● Luminosity background in bunch trains ● Corrected by subtracting luminosity in previous BCID Kristof Kreutzfeldt, U. Gießen 16

  17. BCM calibration shifts ● Diamond sensors ● Luminosity scale varies up to 1% right after extended period without beam ● Stable value after several hours of exposure Physics ( L dt ≈ 5 x 10 36 cm -2 ) ∫ vdM ● BCMH calibration corrected for this drift ● No net drift for BCMV after several hours ● Additional systematic uncertainty applied Kristof Kreutzfeldt, U. Gießen 17

  18. Single run dependence μ Single run from 2011 ● Shifts of algorithms result from long term stability variations ● Linear response with variations up to 0.5% level Kristof Kreutzfeldt, U. Gießen 18

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