1 A 1 ppm measurement of the positive muon lifetime Qinzeng Peng Advisor: Robert Carey Boston University October 28, 2010 MuLan collaboration at BU: Robert.

Slides:



Advertisements
Similar presentations
2010 PREx Run – Dithering & Compton Polarimetry Chun-Min Jen on behalf of the Hall-A JLab. Institution: Syracuse University, NY, 13244,
Advertisements

HARP Anselmo Cervera Villanueva University of Geneva (Switzerland) K2K Neutrino CH Meeting Neuchâtel, June 21-22, 2004.
ATLAS Tile Calorimeter Performance Henric Wilkens (CERN), on behalf of the ATLAS collaboration.
Double Chooz: Outer Veto
Measurement of lifetime for muons captured inside nuclei Advisors: Tsung-Lung Li Wen-Chen Chang Student: Shiuan-Hal Shiu 2007/06/27.
Recent Electroweak Results from the Tevatron Weak Interactions and Neutrinos Workshop Delphi, Greece, 6-11 June, 2005 Dhiman Chakraborty Northern Illinois.
2 July 2004Journée DPNC 2004 FAST: A precision measurement of muon lifetime. Chiara Casella FAST collaboration: A.Barczyk (1), J. Berdugo (2), J. Casaus.
Y. Karadzhov MICE Video Conference Thu April 9 Slide 1 Absolute Time Calibration Method General description of the TOF DAQ setup For the TOF Data Acquisition.
B. Lee Roberts, HIFW04, Isola d’Elba, 6 June p. 1/39 Future Muon Dipole Moment Measurements at a high intensity muon source B. Lee Roberts Department.
1 g-2 phase study from GEANT simulation Qinzeng Peng Advisor: James Miller Boston University Sep 28, 2004 Muon g-2 collaboration at BU: Lee Roberts, Rober.
Measurement of the Positive Muon Lifetime to 1 ppm David Webber Preliminary Examination March 31, 2005.
The Transverse detector is made of an array of 256 scintillating fibers coupled to Avalanche PhotoDiodes (APD). The small size of the fibers (5X5mm) results.
The PEPPo e - & e + polarization measurements E. Fanchini On behalf of the PEPPo collaboration POSIPOL 2012 Zeuthen 4-6 September E. Fanchini -Posipol.
Coincidence analysis in ANTARES: Potassium-40 and muons  Brief overview of ANTARES experiment  Potassium-40 calibration technique  Adjacent floor coincidences.
Performance test of STS demonstrators Anton Lymanets 15 th CBM collaboration meeting, April 12 th, 2010.
1 S. E. Tzamarias Hellenic Open University N eutrino E xtended S ubmarine T elescope with O ceanographic R esearch Readout Electronics DAQ & Calibration.
A Precision Measurement of the Positive Muon Lifetime Using a Pulsed Muon Beam and the  Lan Detector R.M. Carey, P. Cushman, P.T. Debevec, W. Earle, F.E.
Conveneers: M. Grassi (INFN, Pisa), K. Ishida (RIKEN), Y. Semertzidis (BNL) Summary of WG4, Part Two. Yannis Semertzidis, BNL 1 August, 2004 Most muon.
Polarimetry of Proton Beams at RHIC A.Bazilevsky Summer Students Lectures June 17, 2010.
Diana Parno – July 22, 2008 January PREx Test Run: Compton Photon Analysis Diana Parno Carnegie Mellon University HAPPEX Collaboration Meeting.
14/02/2007 Paolo Walter Cattaneo 1 1.Trigger analysis 2.Muon rate 3.Q distribution 4.Baseline 5.Pulse shape 6.Z measurement 7.Att measurement OUTLINE.
25/07/2002G.Unal, ICHEP02 Amsterdam1 Final measurement of  ’/  by NA48 Direct CP violation in neutral kaon decays History of the  ’/  measurement by.
Development of Multi-pixel photon counters(2) M.Taguchi, T.Nakaya, M.Yokoyama, S.Gomi(kyoto) T.Nakadaira, K.Yoshimura(KEK) for KEKDTP photon sensor group.
David M Webber University of Illinois at Urbana-Champaign (Now University of Wisconsin-Madison) December 9, 2010 A PART-PER-MILLION MEASUREMENT OF THE.
Neutron Monitoring Detector in KIMS Jungwon Kwak Seoul National University 2003 October 25 th KPS meeting.
CP violation measurements with the ATLAS detector E. Kneringer – University of Innsbruck on behalf of the ATLAS collaboration BEACH2012, Wichita, USA “Determination.
David M. Webber University of Illinois at Urbana-Champaign For the MuLan Collaboration A new determination of the positive muon lifetime to part per million.
David M. Webber University of Illinois at Urbana-Champaign For the MuLan Collaboration A new determination of the positive muon lifetime to part per million.
C. K. MackayEPS 2003 Electroweak Physics and the Top Quark Mass at the LHC Kate Mackay University of Bristol On behalf of the Atlas & CMS Collaborations.
Trilinear Gauge Couplings at TESLA Photon Collider Ivanka Božović - Jelisavčić & Klaus Mönig DESY/Zeuthen.
1 Electroweak Physics Lecture 5. 2 Contents Top quark mass measurements at Tevatron Electroweak Measurements at low energy: –Neutral Currents at low momentum.
Status Report for KEK-PS E391a KEK IPNS G.Y.Lim 14 April 2003.
June 17, 2004 / Collab Meeting Strategy to reduce uncertainty on a  to < 0.25 ppm David Hertzog University of Illinois at Urbana-Champaign n Present data.
Search for Electron Neutrino Appearance in MINOS Mhair Orchanian California Institute of Technology On behalf of the MINOS Collaboration DPF 2011 Meeting.
Attenuation measurement with all 4 frozen-in SPATS strings Justin Vandenbroucke Freija Descamps IceCube Collaboration Meeting, Utrecht, Netherlands September.
OPERA Neutrino Experiment Tija Sīle presentation is based on: Doktorantūras skolas “Atomāro un nepārtrauktās vides fizikālo.
LHCb: Xmas 2010 Tara Shears, On behalf of the LHCb group.
E.Guschin (INR,Moscow) 3 May 2006Calorimeter commissioning meeting Status of PRS/SPD detector Cosmic test results Installation/tuning of monitoring system.
Review of τ -mass measurements at e + e - - colliders Yury Tikhonov (Budker INP) Contents  Introduction  Current status of τ-mass measurements and μτ.
FADC Time Study EJ, HD 10/09. Purpose: to test Hai Dong’s firmware implementation of Indiana U. timing algorithm NOT meant to be a definitive study of.
David M. Webber For the MuLan Collaboration University of Wisconsin-Madison Formerly University of Illinois at Urbana-Champaign August 12, 2011 A part-per-million.
Feature Extractor Dima Chirkin, LBNL The future is here.
00 Cooler CSB Direct or Extra Photons in d+d  0 Andrew Bacher for the CSB Cooler Collaboration ECT Trento, June 2005.
Huaizhang Deng Yale University Precise measurement of (g-2)  University of Pennsylvania.
1 Recent results on  (3770) production & decays from BES/BEPC Gang RONG (for BES Collaboration) Institute of High Energy Physics, Beijing , P.R.
Time and amplitude calibration of the Baikal-GVD neutrino telescope Vladimir Aynutdinov, Bair Shaybonov for Baikal collaboration S Vladimir Aynutdinov,
 0 life time analysis updates, preliminary results from Primex experiment 08/13/2007 I.Larin, Hall-B meeting.
Run Time, Mott-Schwinger, Systematics, Run plan David Bowman NPDGamma Collaboration Meeting 10/15/2010.
Calibration of energies at the photon collider Valery Telnov Budker INP, Novosibirsk TILC09, Tsukuba April 18, 2009.
Development of a pad interpolation algorithm using charge-sharing.
CALICE, CERN June 29, 2004J. Zálešák, APDs for tileHCAL1 APDs for tileHCAL MiniCal studies with APDs in e-test beam J. Zálešák, Prague with different preamplifiers.
A. Tsirigotis Hellenic Open University N eutrino E xtended S ubmarine T elescope with O ceanographic R esearch Reconstruction, Background Rejection Tools.
Semi-Leptonic B s Mixing at DØ Meghan Anzelc Northwestern University On Behalf of the DØ Collaboration DPF 2006.
Development of Multi-pixel photon counters(2) M.Taguchi, T.Nakaya, M.Yokoyama, S.Gomi(kyoto) T.Nakadaira, K.Yoshimura(KEK) for KEKDTP photon sensor group.
3/06/06 CALOR 06Alexandre Zabi - Imperial College1 CMS ECAL Performance: Test Beam Results Alexandre Zabi on behalf of the CMS ECAL Group CMS ECAL.
Measurement of the Positive Muon Lifetime and Determination of the Fermi Constant to Part-per-Million Precision David Hertzog University of Washington*
1 Methods of PSD energy calibration. 2 Dependence of energy resolution on many factors Constant term is essential only for energy measurement of single.
Performance of 1600-pixel MPPC for the GLD Calorimeter Readout Jan. 30(Tue.) Korea-Japan Joint Shinshu Univ. Takashi Maeda ( Univ. of Tsukuba)
Kevin Lynch MuLan Collaboration Boston University CIPANP 2006 A new precision determination of the muon lifetime Berkeley, Boston, Illinois, ITU, James.
David M. Webber For the MuLan Collaboration University of Wisconsin-Madison Formerly University of Illinois at Urbana-Champaign DPF Meeting, August 2011.
Electroweak physics at CEPC
EZDC spectra reconstruction and calibration
First results from the MuLan and MuCap experiments
Development of the muon monitor for the T2K experiment
Pulse Shape Fitting Beam Test September, October CERN
Damping Ring Kicker Tests at AØ
p0 life time analysis: general method, updates and preliminary result
BESIII EMC electronics
Status of Neutron flux Analysis in KIMS experiment
Measurement of the Single Top Production Cross Section at CDF
Presentation transcript:

1 A 1 ppm measurement of the positive muon lifetime Qinzeng Peng Advisor: Robert Carey Boston University October 28, 2010 MuLan collaboration at BU: Robert Carey, James Miller, Lee Roberts, Kevin Lynch, Justin Phllips, William Earle Institutes: BU, UIUC, Univ. of Kentucky, JMU

2 Outline I. Motivation and theory II. MuLan experimental set up III data analysis IV. Systematic errors V. Final results

3 Input parameters to the standard model and their precision measurements The CKM mixing matrix The CKM mixing matrix The masses of fermions and Higgs boson The masses of fermions and Higgs boson 3 parameters to determine the strength of the interaction and the masses of the weak gauge bosons 3 parameters to determine the strength of the interaction and the masses of the weak gauge bosons Fine structure constant α Fine structure constant α Z-boson mass M Z Z-boson mass M Z Fermi constant G F Fermi constant G F 0.71 ppb 23 ppm 8.6 ppm MuLan

4 Fermi Constant and g Contains all weak interaction loop corrections

5 Fermi Constant and τ μ Radiative corrections (maily QEC) Contact interaction from Fermi theory In 1999, van Ritbergen and Stuart completed full 2-loop QED corrections reducing the uncertainty in GF from theory to < 0.3 ppm (it was the dominant error before)

6 A Graphical History of the Muon Lifetime Measurements

7 Experimental Concept Traditional method: 1 muon decay each time MuLan method: n muons decay each cycle need pulsed muon beam  kicker kV kV Accumulation period Measurement period

8 Experimental Setup beam line kicker detector ball WFD DAQ monitoring devices

9 Kicker 2 sets of parallel plates inside the vacuum pipe high voltage at +/ KeV fast transition time (60 ns)

10 Target Ferromagnetic target to dephase muons’ polarization during accumulation period. Polarization is both depolarized and dephased. Ferromagnetic target to dephase muons’ polarization during accumulation period. Polarization is both depolarized and dephased. Arnokrome-3 (AK3) Target (~28% chromium, ~8% cobalt, ~64% iron) 0.5 T internal magnetic field Muons arrive randomly during 5 us accumulation period Muons precess by 0 to 350 revolutions

11 Muon Corridor Errant muons => vacuum pipe Errant muons => vacuum pipe AK-3 Target inside the pipe AK-3 Target inside the pipe AK3 liner AK3 liner

12 Entrance Muon Counter to monitor beam profile Target rotates out of beam

13 MuLan Detector Ball 170 detector pairs = 20 hexagons + 12 pentagons 170 detector pairs = 20 hexagons + 12 pentagons

14 Detector elements

15 Waveform digitizer 2 Analog Pulses WFD 1 WFD 2 Anlog signal => Digitized samples ( ampitude and time)

16 More than muon decays in 2006 run >1 x coincidence pulses in 2006 data set >65 TBytes raw data

17 Data analysis 3-parameter fit 3-parameter fit 4-parameter fit 4-parameter fit Artificial pile-up construction Artificial pile-up construction

18 Systematic studies Early to late stability during 22 μs measuring period Early to late stability during 22 μs measuring period Kicker stability Kicker stability Background stability Background stability Timing stability Timing stability Gain stability Gain stability

19 Timing stability – with laser system Need reference time, Need reference time, Laser pulse is narrower than normal pulse Laser pulse is narrower than normal pulse Reference PMT is NOT contaminated with experimental background Reference PMT is NOT contaminated with experimental background

20 Laser system setup

21 Laser runs 24 tile laser channels 24 tile laser channels 3305 laser runs in 2006 => 5E6 hits per channel 3305 laser runs in 2006 => 5E6 hits per channel Combine the runs to study dt vs. time => 1.6E6 hits needed for 0.5 ppm error. Combine the runs to study dt vs. time => 1.6E6 hits needed for 0.5 ppm error.

22 dt vs. run stability the scale of change is about 0.02 clock ticks In single run sigma of dt=0.13 clock ticks (in next slide)

23 Multi peaks combination

24 dT vs. time, single channel

25 dT vs. time, 24 channels Mean = -5E-9 c.t. per clock tick is close to 0 RMS = 6E-8 c.t. per clock tick as the timing shift Timing shift error: 0.06 ppm c.t per c.t.

26 Timing stability Timing is pretty stable for MuLan experiment, at 0.1 ppm level Timing is pretty stable for MuLan experiment, at 0.1 ppm level

27 Gain stability Gain shift == threshold shift Gain shift == threshold shift Gain shift => number vs. time shift Gain shift => number vs. time shift vs. time is studied

28 Gain shift to lifetime shift

29 Run selection big fluctuation from run to 54318(index 1 to 225) slight change (10 ADC) from run to (index 225 to 400) Sigma of amplitude of single run is ADC Better region

30 Ratio method Ratio of amplitude of tile pulse to amplitude of the reference PMT Ratio of amplitude of tile pulse to amplitude of the reference PMT Ratio of amplitude of time bin I to amplitude of the last time bin Ratio of amplitude of time bin I to amplitude of the last time bin

31 d(amp)/amp = (108-98)/98=0.1 d(amp_ratio)/amp_ratio = ( )/0.655 =

32 Slope of ratio_bin_i vs. run – flat distribution

33 vs. time vs. time

34 24 channels combined d(dG/G)/dt = 5E-5 per tau

35 Counts shift due to threshold change dN/N ≈ 3 x for 1 ADC change in threshold

36 conclusion Amp vs. time < 1 ppm Amp vs. time < 1 ppm

37 WFD Pulse Fitter Algorithm

38 Foucs on neighboring pulses

39 Test of PFA Pile on effect, signal region and pedestal region Pile on effect, signal region and pedestal region

40 Effect of small pile on

41 Effect of pile on near threshold

42 Change vs. amplitude of pile on

43 Estimated pull of timing

44 MuSR effect MuSR rotation results in an oscillation of the measurement probability for a given detector. B   B = 34 G

45 MuSR relaxation results in a reduction of the polarization magnitude.

46 The sum cancels muSR effects the difference accentuates the effect. SumDifference/Sum B   counts arb.

47 conclusions Timing shift => 0.1 ppm Timing shift => 0.1 ppm Gain shift => < 1 ppm PFA => < 0.1 ppm