Enough Bs - PowerPoint PPT Presentation

1 / 46
About This Presentation
Title:

Enough Bs

Description:

Related to standard model observables and parameters through loop diagrams ... at Mtop=174.5 GeV/c2 and JES=1 and using the most probable configuration ... – PowerPoint PPT presentation

Number of Views:21
Avg rating:3.0/5.0
Slides: 47
Provided by: florenci
Category:

less

Transcript and Presenter's Notes

Title: Enough Bs


1
Enough Bs. Lets Talk about Top
  • Florencia Canelli
  • on behalf of the CDF Collaboration

2
Over the TopPrecision Top Quark Mass
Measurements from CDF
  • Florencia Canelli
  • on behalf of the CDF Collaboration

3
Outline
  • State of the Art in CDF Mtop measurements
  • CDF Mtop program
  • New measurements
  • New CDF combination
  • Future

4
The Top Quark
  • The top quark was discovered only 10 years ago
  • Existence is required by the SM, but striking
    characteristics its mass is surprisingly large
  • Studied only at the Tevatron

The Standard Model
Particle Masses
t Z W b c s d u ?
? e ?? ?? ?e
5
Why measure the Top Quark Mass?
  • Related to standard model observables and
    parameters through loop diagrams
  • Consistency checks of SM parameters
  • Precision measurements of the Mtop (and MW)
    allow prediction of the MHiggs
  • Constraint on Higgs mass can point to physics
    beyond the standard model

Summer 2005
6
Tevatron Performance in ?Mtop/Mtop
7
Production and Decay
  • At Tevatron, mainly produced in pairs via the
    strong interaction
  • Decay via the electroweak interactions
  • Final state is characterized by the decay of the
    W boson
  • Dilepton
  • LeptonJets
  • All-Jets

85

15
Br(t ?Wb) 100
Different sensitivity and challenges in each
channel

8
Dilepton Channel
Final State from Leading Order Diagram
What we measure
  • Branching fraction 5 (lepton e or ?)
  • Final state 2 leptons, 2 b quarks, 2 neutrinos
  • Combinatorial background 2 combinations
  • 2 neutrinos under constrained, kinematically
    complicated to solve Mtop
  • SB 21 and 201 requiring 1? identified b tag

9
LeptonJets Channel
Final State from Leading Order Diagram
What we measure
  • Branching fraction 30 (lepton e or ?)
  • SB 14 to 111 depending on the b-tagging
    requirement
  • Combinatorial background 12 (0 b tag), 6 (1 b
    tag), and 2 (2 b tags)
  • 1 neutrino over constrained
  • Most precise Mtop measurements

10
All Jets Channel
Final State from Leading Order Diagram
What we measure
  • Branching fraction 44
  • Huge amount of background SB 18 after
    requiring at least 1 b-tag jet
  • Combinatorial background 90 combinations
  • Backgrounds mainly from multi-jet QCD production

11
Top Quark Mass at CDF
CDF Summer 2005 Results
  • Robust program of top quark mass measurements
  • Many measurements in all the different channels
    -gt consistency
  • Different methods of extraction with different
    sensitivity -gt confidence
  • Combine all channels and all methods -gt precision

12
?Mtop
  • Different statistical and systematical
    sensitivities in each channel
  • Other sources arise from the assumptions employed
    to infer Mtop
  • Initial state and final state radiation
  • Parton distribution functions
  • b-jet energy scale
  • Generators
  • Background modeling and composition
  • b-tagging efficiency
  • MC statistics
  • Systematics dominated by the uncertainty on
    parton energies (Jet Energy Scale, JES)

CDF Measurement (350pb-1) Statistical (GeV/c2) JES (GeV/c2) Other syst. (GeV/c2)
Dilepton 6 3 2
LeptonJets 4 2 1
All Jets 5 4 2
13
Jet Energy Scale
  • Jet energy scale
  • Determine the energy of the quarks produced in
    the hard scattered
  • We use the Monte Carlo and data to derive the jet
    energy scale
  • Jet energy scale uncertainties
  • Differences between data and Monte Carlo from all
    these effects

14
Jet Energy Scale Uncertainties
About 3 of Mtop when convoluted with ttbar pT
spectrum
15
In-situ Measurement of JES
  • Additionally, we use W?jj mass resonance (Mjj) to
    measure the jet energy scale (JES) uncertainty

Constrain the invariant mass of the non-b-tagged
jets to be 80.4 GeV/c2
Mjj
Measurement of JES scales directly with
statistics!
16
Data and Monte Carlo
W-jet pT
b-jet pT
ttbar pT
Mttbar
17
In this Talk
  • Dilepton Matrix Element
  • Lepton jets Template analysis
  • Lepton jets Matrix Element
  • Lepton jets Decay Length
  • All Hadronic Ideogram

18
Mtop Dilepton Results
19
Method Overview
  • Measurement with this method using 340 pb-1
  • hep-ex/0512070, PRL accepted, PRD to be submitted
  • Wine and Cheese August, 2005
  • Likelihood is a linear combination of signal and
    background hypothesis
  • Optimizes the use of information in the event
  • Description of dominant backgrounds Drell-Yan,
    WWjets, fakes (instrumental)
  • Updated measurement
  • using 750 pb-1

Expected Events (750 pb-1)
DY, WWjets, fakes 15.7? 4.3
EW (WZ,WZ,ZZ) 3.6 ? 0.7
Total background 19.4 ? 3.4
tt (6.1 pb) 36.1 ? 1.2
Data 64
20
Results
  • Using 64 candidates events found in 750 pb-1 we
    measure
  • Restrict sample to b-tagged events Mtop 162.7
    4.6 3.0 GeV/c2
  • Comparable sensitivity to best
    leptonjets Run I measurements

21
Mtop LeptonJets Results
22
Template Analysis
  • Measurement using this method with 318 pb-1
  • PRL 96, 022004 PRD 72, 032003
  • Used for Run I measurements
  • Wine and Cheese April, 2005
  • Reconstructed mtop and mjj from data are compared
    to templates of various true Mtop and ?JES (jet
    energy uncertainty shift) using an unbinned
    likelihood
  • Uses four samples to increase sensitivity

2 b tags 1 b tag (T) 1 b tag (L) 0 b tag
Expected SB 101 41 11 0.61
Expected Number of Events ( ?tt 6.1pb) 47 104 64 no a priori estimate
Data (680 pb-1) 57 120 75 108
23
Template Analysis Results
  • Using 360 candidate events in 680 pb-1 we measure
  • Using in-situ JES calibration results in 40
    improvement on JES

Better sensitivity than the previous world
average!
24
Matrix Element Analysis Technique
  • CDF adaptation of method used by D0
  • Nature Vol 429, June 2004, D0 Run I
  • Similar to the CDF Dynamical Likelihood Method
    PRL 96, 022004 PRD accepted, Wine and Cheese
    November, 2004
  • D0 preliminary Run II result using 380 pb-1
  • Optimizes the use of kinematic and dynamic
    information
  • Build a probability for a signal and background
    hypothesis
  • Likelihood simultaneously determines Mtop, JES,
    and signal fraction, Cs

25
Matrix Element Analysis Technique
  • For a set of set measured variables x
  • JES sensitivity comes from W resonance
  • All permutations and neutrino solutions are taken
    into account
  • Lepton momenta and all angles are considered well
    measured

W(x,y) is the probability that a parton level set
of variables y will be measured as a set of
variables x (parton level corrections)
dn? is the differential cross section LO Matrix
element
f(q) is the probability distribution than a
parton will have a momentum q
26
Monte Carlo Tests
  • Calibrate method against MC samples
  • Shows unbiased measurement
  • Extracted errors are found to be underestimated
    by 6

27
Event Selection
  • Exactly 4 jets with with 1 b tags
  • 1-b tag 4 jets ETgt15 GeV (SB51)
  • 2-b tags 4 jets ETgt15 GeV (SB131)

Expected Events (680 pb-1)
W4 jets (Mistags) 4.39 ? 0.91
Non-W (QCD) 3.75 ? 1.86
Wbb 3.35 ? 1.54
Wcc 1.60 ? 0.76
Wc 1.00 ? 0.45
Single top 0.81 ? 0.19
EW (WZ,WZ,ZZ) 0.77 ? 0.17
Total background 15.67 ? 2.54
tt (6.1 pb) 78.89 ? 2.74
Data 118
28
Results
  • Using the 118 candidates in 680 pb-1 our Mtop is

with JES 1.019 ? 0.022 (stat)
Better sensitivity than the previous world
average!
29
Results
  • Compare Data and Monte Carlo calculating the
    invariant mass of 2 and 3 jets
  • Signal probability evaluated at Mtop174.5 GeV/c2
    and JES1 and using the most probable
    configuration

Excellent agreement found between data and Monte
Carlo
30
Decay Length Overview
  • The method has been published by C. Hill et al.
    at PRD 71, 054029
  • B hadron decay length ? b-jet boost ? Mtop
  • Uses the average transverse decay length of the
    b-hadrons ltLxygt

Relies on tracking, no JES and uncorrelated with
other measurements
31
Selection and Tests
  • Event selection used to maximize the amount of
    signal in the sample
  • 3 or more jets
  • 1 b tag jet
  • 375 events with SB 31

Expected Events (695 pb-1)
Total background 111.6 ? 12.5
Data 375
  • Requires accurate simulation of Lxy
  • Enriched heavy-flavor samples
  • ltLxygt (data/Monte Carlo) 0.992 ? 0.012
  • Major systematic uncertainty
  • Data and Monte Carlo comparison in control sample

32
Results
  • Using the 375 candidates in 695 pb-1 our top
    quark mass measurement is
  • ltLxygt 0.5808 0.0227 cm

Will carry more weight by the end of Run II
33
Mtop All Jets Results
34
All Jets
  • Main challenges in this channel
  • Small signal fraction SB 18 after requiring
    at least 1 identified b-jet
  • Large combinatorial background 90 combinations
  • Selection and events
  • ET/ ? (? ET) lt 3 (GeV)1/2
  • ?ET ? 280 GeV
  • nb-tag ? 1
  • Exactly 6 jets
  • Ideogram method from the Delphi experiment for
    the W mass measurement, used in a Run II
    preliminary D0 for top mass measurement in
    leptonjets channel

Expected Events (310 pb-1)
Multi-jets (light) 182
Multi-jets (heavy flavor) 68
Total background 240
tt (6.1 pb) 40
Data 290
35
Ideogram Overview
  • Define a 2D event likelihood as
  • Weight each combination with kinematical and
    b-tagging information wi
  • Extract from kinematical fit to mtop and
    manti-top ? m1, m2, ?1,?2, ?2

Sm calculated convoluting Briet-Wigners and
Gaussian resolution functions
Scomb combinatorial background from Monte Carlo
36
Template Shapes
  • Template for combinatorial background

Template for background
Signal, correct combination
Using the two fitted masses gives a good
separation between signal and background
37
Background Simulation
Data - Background MC
Region 2
Data - Background MC
Data - Background MC
Region 1
Region 3
Background is well understood
38
Monte Carlo Tests
  • From 290 observed events we estimate S/B by
    measuring the sample purity in data
  • From data we fit a signal fraction Cs0.21 ? 0.07
  • Results in 61 ? 20 signal events
  • Compatible with all hadronic cross section
    measurements with 310 pb-1
  • The Monte Carlo fitted purity is consistent
    with the purity obtained from data and
    independent of Mtop

39
Monte Carlo Tests
  • Estimation of the expected error is
    underestimated by 17
  • We understand that this is caused by the
    background
  • Inflate errors to take into account this effect
  • Expected statistical errors 4 - 5 GeV/c2

40
Results
  • Using 310 pb-1 and 290 candidates we measure
  • First Tevatron Run II all jets Mtop measurement
  • Systematically limited!

Similar statistical sensitivity as the lepton
jets channel
41
Summary of Mtop Results
CDF Measurement Extracted value (GeV/c2) Statistical (GeV/c2) JES (GeV/c2) Other syst (GeV/c2)
LeptonJets Template (680pb-1) 173.4 1.7 1.8 1.3
LeptonJets ME(680pb-1) 174.1 2.0 1.5 1.3
LeptonJets Decay Length (750pb-1) 183.9 15.7 -13.9 0.3 5.6
Dilepton Matrix Element (750pb-1) 164.5 4.5 2.6 1.7
All Jets Ideogram (310pb-1) 177.1 4.7 4.3 1.9
We compare (confidence and consistency) and
combine (precision)

42
Combining Mtop Results
  • Excellent results in each channel
  • Combine them to improve precision
  • Include Run-I results
  • Account for correlations
  • Use BLUE (NIM A270 110, A500 391)
  • Matrix Element analysis in leptonjets not yet
    included. Working to understand statistical
    correlations with Template analysis

43
Combining Mtop Results
  • Are the channels consistent?
  • We compare them taking into
  • account their correlated
  • systematics
  • Discrepancy might reveal
  • missing systematic?
  • or New Physics?

Mtop(All Jets) 178.7 ? 5.5 GeV/c2
Mtop(Dilepton) 164.8 ? 4.8 GeV/c2
Mtop(LeptonJets) 173.5 ? 2.8 GeV/c2
44
Future
  • We surpassed our Run II goal of measuring to 3
    GeV/c2 precision
  • Have made extrapolations based on present methods
  • Upper limit Only ?(stat) improves with
    luminosity
  • Lower limit Everything improves with luminosity
  • Reality likely somewhere in between

With full Run-II dataset CDF should measure
Mtop to lt 1
45
Conclusions
  • CDF has robust program of Mtop measurements
  • First Run-II determination in all-jets channel
  • Multiple methods and channels
  • Observed consistency builds confidence
  • CDF combined
  • CDF should reach 1 precision with full Run-II
    data set
  • Tevatron combination better still



46
Conclusions
  • Present uncertainties on Mtop and MW help
    constrain MHiggs to about 40 ?MHiggs/ MHiggs
  • Best fit favors light MHiggs
  • where CDF/D0 are sensitive
  • where difficult for LHC
  • ?Mtop will continue to shrink
  • New CDF/D0 MW expected soon...
  • ?MW will also shrink
Write a Comment
User Comments (0)
About PowerShow.com