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Klaus M

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ANOMALOUS TGC can affect the total production cross-section ... Shape sensitivity for anomalous in phi distribution decreases error of ... – PowerPoint PPT presentation

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Title: Klaus M


1
Klaus Mönig and Jadranka Sekaric
DESY - Zeuthen
MEASUREMENT OF TGC IN e? COLLISIONS AT TESLA
2
T E S L A
INTRODUCTION
  • In order to predict the precision of measurement
    of trilinear gauge couplings (TGC) at a photon
    collider
  • signal to background separation study (e? ?W? )
  • for real and parasitic e? -mode
  • observables sensitive to TGC
  • (angular distributions, cross-sections )
  • estimated errors, ??? and ??? of measurement of
    ?? and ?? parameters, obtained by
    fit-minimizing the ?2 value
  • - effect of photon beam polarization on ??? and
    ??? measurement

02/04/2003, Amsterdam
3
T E S L A
EVENT SELECTION
  • TOOLS
  • PYTHIA event generator
  • SIMDET V3 detector simulation
  • sample of 105 mixed signal and background events,
    generated with PYTHIA at ECM (e?) 450 GeV
  • background for real and parasitic e?-mode
  • e? ? ?W ? ?qq ?T ? 37 pb
  • e? ? eZ0 ? eqq ?T ? 3.5 pb
  • ?? ? qq ?T ? 137 pb
  • ?? ? WW ? l?qq ?T ? 82 pb
  • ?? ? qq ?T ? 128 pb
  • response of a detector simulated with SIMDET V3
  • Ws are reconstructed from hadronic final states

02/04/2003, Amsterdam
4
sufficiently high W production cross-section
allows us to efficiently separate signal from
background
T E S L A
  • Applied cuts
  • acceptance of detector - 7

?? ? qq
e? ? ?W
e? ? eZ0
  • angular distributions for signal and bck.
    hadronic final states
  • W energy
  • (100-250) Gev
  • hadronic final states energy spectrum

02/04/2003, Amsterdam
5
T E S L A
?? ? qq
e? ? ?W
e? ? eZ0
  • W mass
  • (60-100) Gev

High efficiency for hadronic channel, 84 with
low background
  • hadronic final states mass spectrum
  • final angular distributions after selection

02/04/2003, Amsterdam
6
T E S L A
Background for parasitic e? mode ?? ? WW ?
l?qq same cuts as previous ?? ? qq
  • Applied cuts
  • acceptance of detector - 7

e? ? ?W
?? ? qq
?? ? WW
angular distribution
  • W energy
  • (100-250) Gev

energy distribution
02/04/2003, Amsterdam
7
T E S L A
  • W mass
  • (60-100) Gev

qq
?W
WW
mass distribution
S/BWW 91, purity 90
angular distribution after selection
02/04/2003, Amsterdam
8
T E S L A
OBSERVABLES SENSITIVE TO TGC
total and differential cross-section
  • analytic formula for total (differential)
    cross-section (A. Denner, A.Dittmaier,
    Nucl.Phys. B398 (1993)239
  • helicity amplitudes for different initial photon
    and final W states (E.Yehudai, Phys.Rev.
    D11(44)1991))
  • differential cross-section distribution over the
    decay angle (Bilenky at al.,Nuc.Phys. B(409)
    (1993)22
  • WHIZARD Monte Carlo treelevel generator
    (W.Kilian,University of Karlsruhe)

02/04/2003, Amsterdam
9
T E S L A
ANOMALOUS TGC can affect the total production
cross-section and the shape of the differential
cross-section
DCS in presence of anomalous coupling for J?
1 state normalized to its SM value
DCS for J? 1 state in SM
02/04/2003, Amsterdam
10
T E S L A
Contribution of each helicity state of the W
boson ? affects the distribution of their decay
products
02/04/2003, Amsterdam
11
T E S L A
MONTE CARLO FIT
  • WHIZARD Monte Carlo generator, 106 mixed pairs
    (du-bar and sc-bar) at ECM 450 GeV, fixed
    photon-beam energy, polarized beams (P100),
    anomalous couplings
  • for each event we observe 3 kinematic variables
  • -W production angle with respect to the e- beam
    direction - cos?
  • -W polar decay angle - angle of the fermion with
    respect to the W flight direction measured in the
    W rest frame cos?1
  • -azimuthal decay angle ? of the fermion with
    respect to a plane defined by W and the beam axis
  • Monte Carlo SM events are reweighted with
    function R(??????) (??? and ??? are free
    parameters)

R(??????) 1 A??? B??? C(???)2
D(???)2 E ??? ???
02/04/2003, Amsterdam
12
T E S L A
  • 2D (over cos?, cos?1 ) and 3D (over cos?,
    cos?1,? ) cross-section distributions are fitted

?L-error on the luminosity measurement norm-normal
ization constant
02/04/2003, Amsterdam
13
T E S L A
  • Estimated errors of ?? and ?? for 1 photon
    polarization state (P100) single parameter 2D
    and 3D fit

real mode/ parasitic mode ECM 450 GeV, ?L?t 110 fb-1 Monte Carlo 2D ECM 450 GeV, ?L?t 110 fb-1 Monte Carlo 2D ECM 450 GeV, ?L?t 110 fb-1 Monte Carlo 2D
real mode/ parasitic mode J? 1 J? 1 J? 1
?L 1 0.1 accurate
??? 10-3 3.6/3.7 1.0/1.0 0.4/0.4
??? 10-3 1.5/2.2 1.5/2.2 1.4/2.1
real mode/ parasitic mode ECM 450 GeV, ?L?t 110 fb-1 Monte Carlo 3D ECM 450 GeV, ?L?t 110 fb-1 Monte Carlo 3D ECM 450 GeV, ?L?t 110 fb-1 Monte Carlo 3D
real mode/ parasitic mode J? 1 J? 1 J? 1
?L 1 0.1 accurate
??? 10-3 3.0/3.1 1.0/1.0 0.4/0.4
??? 10-4 2.6/2.9 2.6/2.9 2.6/2.9
02/04/2003, Amsterdam
14
T E S L A
??1.01
- ? distribution slightly decreases error of ??
(?L 1) and of ?? for a factor 7 ! ? shape
sensitivity in phi distribution ? phi
distribution influences much more on
??? 3D - Mean error on ?? comes from ?L, not
case for ?? - Good agreement between 2
modes for ??? and ???
??0.01
??-0.01
??0.99
?2
2D
3D
??
02/04/2003, Amsterdam
15
T E S L A
  • Polarization influence on ?? and ??
  • ? variation of laser polarization in the laser
    wave
  • ? beam field influences the photon polarization
  • sample with P?0.9 polarized photons
  • ? mixing the events with P?1 and P?-1 in
    order to get preferred polarization (955)
  • ? errors obtained from the fit are in a good
    agreement with previous ones
  • sample with 1 different polarization
  • ? increased the Nev with P?-1 for 10 ?
    increase of Nev correspond to the P?0.89 ?
    test-fit and
  • we found 1 changes in polarization (accurate
    fit)
  • ? ?? within 12?
  • ? ?? within 1?
  • Contribution from normalization and from
    polarization

J
02/04/2003, Amsterdam
16
T E S L A
SUMMARY
  • -Efficient signal to background separation for
    both e? modes
  • - ??? ,??? 10-3 (error on luminosity
    measurement, ?L,
  • is included)
  • - Main contribution to the error of ?? comes from
    ?L
  • Shape sensitivity for anomalous ?? in phi
    distribution decreases error of ??
  • Variable polarization (1) affects the ??
    measurement
  • Future plans
  • Variable photon-beam energy in WHIZARD
  • Resolution on reconstructed variables
  • Background influences on error predictions

02/04/2003, Amsterdam
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