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Constraints on PDF uncertainties from CDF

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s = 2.796 /-0.013(stat) 0.095 0.090 (syst) /- 0.168 (lum.)nb. ... 0.1%(1s) : |?| 1.1. 0.15%(1s) : |?| 1.1. Missing ET scale. W boson Recoil energy tuning ... – PowerPoint PPT presentation

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Title: Constraints on PDF uncertainties from CDF


1
  • Constraints on PDF uncertainties from CDF
  • DIS 2006, Tsukuba
  • 22.04.2006
  • Cigdem Issever
  • for the
  • CDF Collaboration
  • University of Oxford

2
Outline
  • Introduction
  • Tevatron CDF detector
  • EWK Results (95 of the talk)
  • Jet results (see talk Inclusive jet production
    at the Tevatron (CDF) of Olga Norniella in
    (HFS-5))
  • Conclusion

3
Tevatron
proton-antiproton collisions ?s 1.96 TeV (Run
I ? 1.8 TeV) 36 bunches 396 ns crossing
time Peak luminosity is now 1032 cm-2
s-1 Ultimately 4 9 fb-1 by 2009
4
CDF Recorded Data
Jet results with 1.0 fb-1
1.6 fb-1 delivered 1.2 fb-1 recorded
EWK results
5
CDF RUN II Detector
  • Upgraded for RUN II
  • New silicon tracking
  • New drift chamber
  • Increased muon coveraged
  • New TOF
  • New plug calorimeters

Muon
COT Tracker
Si Detector
PLUG
EM Cal
Had Cal
CDF Data taking effi 80 - 85.
Silicon Detector
6
EWK Physics Input to PDFs
  • Motivation
  • Test SM (precise measurements)
  • Constraints on PDFs
  • Search for physics beyond SM
  • Important input to LHC
  • Outlook
  • W forward cross section, 223/pb
  • Z ?tt and µµ cross Section, 330/pb
  • W charge asymmetry, 170/pb

7
W/Z Gauge Bosons Identification
  • At hadronic collider W and Z bosons hadronic
    decays are overwhelmed by QCD background.
  • ? identification through leptonic decays

W?e?
Z???
PTgt20GeV
ETgt20GeV
Position of µ consistent with extrapolated track
PTgt20GeV
W signature Isolated Energetic Lepton ET
Z Signature Two Isolated Energetic Leptons
(opposite charge)
8
W cross section in the forward region
Extension into forward region 1.2 lt ? lt 2.8
using calorimeter seeded tracking
Complementary to central
9
W cross section in the forward region
Systematics on A 0.2567
48165
4.8
2
0.07
Axe
10
W cross section in the forward region
223pb-1
s 2.796 /-0.013(stat) 0.095 0.090 (syst)
/- 0.168 (lum.)nb.
NNLO s(pp?W) _at_ 1.96 TeV, Stirling, van Neerven
2.687 - 0.054(Th)
11
Central-to-Forward W vis. cross section ratio
  • s(visible)sTOTA where A is the kin. and geo
    accept.
  • Strategy assign sys uncertainties but PDF,
    NLO/NNLO effect to svis
  • In this way
  • Most of the luminosity uncertainty cancels in the
    ratio
  • All other uncertainties are uncorrelated
  • Accuracy can be used to constrain PDFs

12
Central-to-Forward W vis. cross section ratio
  • svis(central) 664.211.7 pb (Etegt25, ETngt25,
    helelt1)
  • svis(forward) 71821 pb (Etegt20, ETngt25,
    1.2lthelelt2.8)
  • svis(central)/svis(forward) 0.9250.033
  • 1 assigned as luminosity syst. (slightly
    overestimate)
  • NLO ratios (taking into account correlations
    between central and forward)
  • CTEQ 0.92430.037
  • MRST01E 0.941370.011
  • Most uncertainties will go down with more data ?
    useful to constrain PDFs

13
Z ? µµ cross section (? lt 1) using 337 pb-1
337pb-1
116
66
s261.2 2.7 (stat) 5.8 - 6.9 (sys) 15.1
(lum) pb
NNLO _at_ 1.96 TeV Stirling, van Neerven
s(pp?Z)251.3-0.5(Th)
14
Z ?te th cross section using 349 pb-1
  • 316 signal events
  • 60 t identification efficiency and 5
    acceptance
  • Most systematics are data driven will be reduced
    with more stat.

s265-20(stat)-21(syst)-15(lumi) pb
15
Cross section summary
new
16
W Charge Asymmetry
Asymmetry in W production complicated by unknown
n pz use lepton asymmetry
which convolves W production with V-A decay.
17
W Charge Asymmetry Run II 170pb-1
A as function of ET provides better probe of x
dependence. Statistic allowed two bins. Will be
included into next generation of PDFs.
18
W Charge Asymmetry new method
Lepton asymmetry has turn over at high ? due to
V-A W charge asymmetry does not have this
effect, so we dont purely probe high yW
  • Determination of yW with W mass constrain gives
    2 possible solutions.
  • Evaluate weight factor F1,2 for each y1,2
    solution.
  • Parameterize F1,2 with
  • the angular distribution of (1-cosT)2
  • with W cross section, s(yW), but this depends on
    asymmetry
  • Iterative procedure!!

19
W charge asymmetry new method
Iterative procedure
  • Smaller statistical errors
  • Greater sensitivity
  • No additional systematics due to new method

20
Midpoint jet cross section
Good agreement with NLO
More details see talk of Olga Norniella in
(HFS-5) Jets 1
21
Results with KT Data/NLO 1fb-1
IR and CL safe No splitting or merging
Measurements in the forward region will allow to
reduce the PDFs uncertainties
22
Conclusions
  • New cross section measurements from CDF
  • W ? e? in forward region (1.2 lt ? lt 2.8) using
    223 pb-1
  • Central-to-forward W vis cross section ratio
  • Z ? µµ using 337 pb-1
  • Z ? te th using 349pb-1
  • Inclusive Jets with Mitpoint using 1.04 fb-1
  • Inclusive Jet s with Kt algorithm using 0.96 fb-1
  • Excellent base for next set of analyses
  • ds/dy for W ? e?
  • ds/dpt for Z ? µµ
  • Tau widely used in SM measurements and SUSY,
    Higgs
  • New generation of WZ measurements
  • (R, W Charge Asymmetry, )
  • on the way !!

23
Backup Slides
24
W forward cross section
25
Z ? µµ cross section (? lt 1)
26
Z ?te th cross section
  • taus difficult to reconstruct at hadron
    colliders
  • Z?tt exploits event topology to suppress
    backgrounds (QCDWjet)
  • CDF strategy for hadronic tau reconstruction
  • Charge tracks ? define signal and isolation cone
    (shrinking cone vs. E)
  • isolation require no tracks in isolation cone
  • Hadronic calorimeter cluster (to suppress e
    background)
  • p0 required in isolation cone (identified by
    shower maximum detector)

30o
  • Z?tt event selection
  • t?e electron isolated track (ETgt10 GeV)
  • t?h PT(seed) gt 6 GeV PT(signal)gt15 GeV
  • remove backgrounds by event topology cuts

27
Z?tt cross section
28
Z?tt cross section -- Systematics
29
W Asymmetry new method
Leading order W production
from Bo Young Han
30
  • I. The angular distribution of ( )2
    from W production
  • in Collin-Soper frame
  • The W production Probability from angular
    distribution

ratio of two angular distributions at each
rapidity
from Bo Young Han
31
  • II. Weight must also depend on W- cross-section.
  • But cross-sections depend on W asymmetry!
  • This method must be iterated.
  • III. Iteration procedure

measuring asymmetry
reconstruction
Input data
if no,
min( )
the closest asymmetry to data
F1
Fn
assumed sample
new assumed sample
Yes
No
from Bo Young Han
32
Sensitivity Study
  • , 400pb-1 MC data generated by Pythia
  • Selecting W events
  • high PT electron ET gt 25 GeV
  • Missing ET gt 25 GeV
  • Used CTEQ6M errors PDF 40 sets for PDF
    uncertainty
  • Comparison of statistical uncertainty between
    lepton and W boson asymmetry
  • Our method has statistical sensitivity to probe
    PDFs

from Bo Young Han
33
Systematic Uncertainty
  • Weight Factors depend on Q(yW, PtW) and s(yW)
  • Ratio of two angular distributions, Q(yW, PtW)
  • PDF dependence
  • W cross section, s(yW)
  • PDF dependence

from Bo Young Han
34
Systematic Uncertainty (cont.)
  • The uncertainties from the energy measurement
  • Energy scale
  • Energy resolution (not yet)
  • Electron ET scale
  • 0.1(1s) ? lt 1.1
  • 0.15(1s) ? gt 1.1
  • Missing ET scale
  • W boson Recoil energy tuning

from Bo Young Han
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