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Measuring the asymmetries of the top quark at the ILC Measuring the asymmetries of the top quark at the ILC

Measuring the asymmetries of the top quark at the ILC - PowerPoint Presentation

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Measuring the asymmetries of the top quark at the ILC - PPT Presentation

Philippe Doublet Roman Pöschl François Richard Thibault Frisson amp Jérémy Rouene LCWS Granada Sept 2011 Philippe Doublet LAL Plan Motivation Measurement method Efficiencies ID: 526759

philippe top lal lcws top philippe lcws lal doublet 2011 sept granada couplings alr lepton ild quark jets efficiency

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Slide1

Measuring the asymmetries of the top quark at the ILC

Philippe DoubletRoman Pöschl, François Richard+ Thibault Frisson & Jérémy Rouene

LCWS Granada, Sept. 2011

Philippe Doublet - LALSlide2

Plan

MotivationMeasurement method

Efficiencies

Results

LCWS Granada, Sept. 2011

Philippe Doublet - LALSlide3

1. motivation

The top quark and flavor hierarchyGeography in Randall-Sundrum modelsTop to Z couplingsLCWS Granada, Sept. 2011Philippe Doublet - LALSlide4

The top quark and flavor hierarchy

Flavor hierarchy ? Role of 3rd generation ?

Top quark :

no

hadronisation

 clean and detailed observations

Redo measurements of A

LR

and A

FB

with the top

LCWS Granada, Sept. 2011

Philippe Doublet - LALSlide5

Geography in Randall-Sundrum models

Higgs on IR brane for gauge hierarchy problemSM fermions have different locations along the 5th dimensionOverlaps leptons – Higgs in the 5th dimension generate good Yukawa couplings with O(1) localisation

parameters

t

0

R

e

0

A

µ

0

H

y (5th

dim

.)

0

π

R

UV

brane

(

M

Pl

)

IR

brane

(

TeV

)

bulk

LCWS Granada, Sept. 2011

Philippe Doublet - LAL

t

b

L

0Slide6

Top to Z couplings

Several RS models predict modified left

gZ(t

L) and right gZ

(tR) top

couplings

to Z (Z-Z

KK

mixing

, …)

Δ

g(

t

R

)/g(

t

R

)

Δ

g(

t

L

)/g(

t

L

)

SM 0,0

Djouadi

[1]

-34%,-1%

Hosotani

[2]

+18%,-7%

Gherghetta [3] -20%,-20%

Carena

[4]

0,-20%

LCWS Granada, Sept. 2011

Philippe Doublet - LALSlide7

2. Measurement

methodObservablesTop quark cross sectionMeasurement with the ILD detectorReconstruction within the ILD frameworkRequirements

LCWS Granada, Sept. 2011

Philippe Doublet - LALSlide8

Observables

σ(tt), ALR and AFB :

Semileptonic

decay mode :

tt

(

b

W

)(

b

W

)(

b

qq

)(

b

l

v

)

From

A

LR

and A

FB

, one

deduces

g

Z

(t

L) and gZ

(tR

) couplings

Allows

reconstruction of the top quark

Gives

top charge

LCWS Granada, Sept. 2011Philippe Doublet - LAL

A

LR =

(e- polar flip)

A

FB =

(top direction)

l = e, µSlide9

Top quark cross section

σ(tt) ≈ 600 fb at 500

GeV with 500 fb-1

Ntotal ~ 570k events

Semileptonic ~ 34%

Almost

background free ?

Major background =

other

top

channels

find

1

isolated

lepton

WW

 no b quark

bb  simple

topology

Major background : ZWW (Z

bb

)

≈ 8 fb

,

same

topologySmall but needs to be

subtractedLCWS Granada, Sept. 2011Philippe Doublet - LAL

500

Process

tt

bb

WWZZZWW

ALR (%)

36.762.998.8

31.089Slide10

Measurement

with the ILD detectorILD

optimised for

Particle Flow technique

(i.e.

reconstruct

every

particle

in a jet)

3.5 T B-

field

Performances :

Vertexing

:

σ

IP

= 5 µm (+) 10 µm/p(

GeV

)sin

3/2

θ

Tracking

:

σ

(1/

p

T

) < 5.10-5

GeV-1

Granular

calorimetry :

σE/E ~ 30%/√E

LCWS Granada, Sept. 2011

Philippe Doublet - LALSlide11

Reconstruction

whithin the ILD frameworkFull simulation is done

with the ILD detector

under GEANT4 (Mokka software)

« Objects

 »

reconstructed

with

Particle

Flow

algorithm

(

Pandora

)

Data

used

:

samples

prepared

for the

LOIs

LCWS Granada, Sept. 2011

Philippe Doublet - LALSlide12

Requirements

ttbbqq

lv (l=e,µ)

Need

at

least 1 b jet (vertex)

Find

1 lepton (

tracking

)

Method

:

Find

a lepton

Force 4 jets

clustering

Find

at

least 1 (or 2) b jets

Form

the top

with

one b jet + 2 non-b jets

left

,

lepton charge

gives

the opposite

sign

of the topLCWS Granada, Sept. 2011

Philippe Doublet - LAL

e

-

e

+

neutrino

isolated

lepton

gives

top charge

b

b

2 light quarks = W

Hadronic

top to

reconstruct

θ

anti topSlide13

3. efficiencies

Identification of leptonsIsolationEfficiencies and purities of the selected leptonEfficiencies :

angular and energeticB tagging

LCWS Granada, Sept. 2011

Philippe Doublet - LALSlide14

Isolation

In reconstructed events, look

at the true

(MC) lepton :Events

forced to 4 jetstt

bbqqlv

: 4 jets + 1 lepton

Define

:

z =

E

lepton

/

E

jet

x

T

=

p

T

/

M

jet

Lepton

is

:

Leading

(

high

z)At high

pTNot

isolated

 optimise cuts on z and

xT

True

lepton

embedded

inside a jetLCWS Granada, Sept. 2011

Philippe Doublet - LALSlide15

Results

of isolation cuts

Leading

Not isolated (lepton from b)

Large

p

T

Kinematic

limit

of

p

T

=

M

jet

/2

Blue = leptons in full

hadronic

top events = leptons from b

Cut

here

0.6

0.25

Red = leptons in

semileptonic

top events

Philippe Doublet - LAL

LCWS Granada, Sept. 2011Slide16

Efficiencies

: angular and energeticLCWS Granada, Sept. 2011

Philippe Doublet - LAL

Effiencies under control : Tracking worse in very forward regions

Leptons with small energies are suppressed by isolation cuts

Good efficiency with

~ full angular coverage

Efficiency = 87.9%

Contamination = 0.3%Slide17

B tagging

Vertex detector  measure offset, multiplicity and mass

of jets to separate b from c decays

LCWS Granada, Sept. 2011

Philippe Doublet - LAL

Limitation of B tagging = B decay length

Good angular coverage

4 jets

2 highest

Btag

=

b

1

& b

2

2 “light” jets = W

B

Interaction pointSlide18

4. Results

Top reconstructionCross section and ALRProblem with the top reconstructionOrigin of the problemPrecisions reachedConclusions and prospects

LCWS Granada, Sept. 2011Philippe Doublet - LALSlide19

Top reconstruction

2 top candidates : (b1 + W) or (b2 + W)Retain candidate with minimald² = (

Mcand-M

t)²/σ

mt² + (

E

cand

-

E

beam

)²/

σ

Et

² +

(

M

W

rec

-M

W)²/

σ

mw

²

LCWS Granada, Sept. 2011

Philippe Doublet - LAL

σ

W

= 4.2

GeV

σ

t

=

7.1 GeV

 ~ 25 MeV

precision on MtSlide20

Cross-section and A

LRσ = N/(εL), L = 500fb-1After background suppression :Efficiency

= 72.7 % + Contamination = 4.6 % (

mostly full

hadronic top pairs)

σ(tt

SL

)

unpol

.

= 159.4 fb

Whizard

: σ(tt

SL

)

unpol

.

= 159.6 fb (-0.1%)

P(e-e

+)= (±80%, 0)

Δσ

/

σ

= 0.39% (stat.)

A

LR

= 0.435

ALR = 0.37 expected…

Whizard problem ?However, interest lies in relative

uncertaintyP(e-

e+)= (±80%, 0)

 ΔALR

/ALR = 1.24% (stat.)

LCWS Granada, Sept. 2011

Philippe Doublet - LALSlide21

Problem

with the top reconstructionLCWS Granada, Sept. 2011Philippe Doublet - LAL

Migration

No migration ?

Relative errors : -5.2% (

A

FB

t

R

)

-40.4 % (

A

FB

t

L

)

1.1 % (

stat.)

Angular distributions for e

-

L

and e

-

R

eventsSlide22

Solving

the problemIs it due to the reconstruction ?Cut on the quality of the candidate (particle flow)

Efficiency in e-

L : x60%

relative systematics

:

40%

20 %

Is

is

intrinsic ?

Effect of

helicity

structure of the decays

Ambiguous solutions

Seen with

partonic

reco

.

LCWS Granada, Sept. 2011

Philippe Doublet - LAL

d² = (

M

cand

-M

t

)²/

σ

mt

² + (

E

cand-Ebeam

)²/σEt² +

(MWrec-M

W)²/σ

mw²

 quality of the candidate

parton limit”Slide23

Precisions reached

LCWS Granada, Sept. 2011Philippe Doublet - LAL

Pe

- / Pe+

(80% / 0)A

LR

A

FB

t

R

A

FB

t

L

Q

Z

tL

Q

Z

tR

stat. error

1.3%

1.2 %

1.4 %

1.0 %

1.9 %

Possible to probe some RS models with M

KK

~ 2.8

TeV

up to 25

TeV

Correction on

AFBtL

= dominant systematic (reco. + intrinsic) Good PFA + b tagging are essential

20% correction on AFBtL can be done on a well tuned MCSlide24

Conclusion and prospects

Impact of detector & reconstruction performances on a complex channel : lepton + 4 jets with 2 b jetsFinal efficiency = 72.7%Contamination = 4.6% (Major backgrounds are other top channels)

σ and A

LR can be known at 0.4% and 1.3% statistical uncertainty (

systematics

guaranteed small due to large purity)

Problem in reconstructing the direction of the top

Reconstruction needs improvements or leads to efficiency losses

Intrinsic problem with

A

FB

t

L

needs excellent Monte Carlo

A

FB

t

R

/L

known with 1.2/1.4% statistical uncertainty

Study of A

FB

to enter the DBD for the ILD in 2012

LCWS Granada, Sept. 2011

Philippe Doublet - LALSlide25

5. Additional

materialTop physics : LHC and ILCTop couplings : bibliography

LCWS Granada, Sept. 2011

Philippe Doublet - LALSlide26

Top

physics : LHC and ILCLC 1 pb, LHC 1nb but for gluon couplings onlyVery good s/b at ILC and energy/momentum conservation allows to reconstruct modes with a neutrinoMt and

Gt with ≈50

MeV error, 0.4% on cross section LC unique to measure t

R and tL

Z couplings at % (ND>4) LHC > 10 times worse

ILD

LOI

LCWS Granada, Sept. 2011

Philippe Doublet - LALSlide27

Top

couplings : bibliography[1] : Djouadi et al., Nuclear Physics B, Volume 773, Issues 1-2, 25

June 2007, Pages 43-64 [2] : Hosotani

et al., Prog. Theor

. Phys. 123 (2010), 757-790[3] : Cui, Gherghetta

et al.,

arXiv

:1006.3322v1 [hep-ph]

[4] :

Carena

et al.,

Nuclear Physics B

Volume 759, Issues 1-2, 18 December 2006, Pages 202-227

LCWS Granada, Sept. 2011

Philippe Doublet - LAL