1Maiken Pedersen University of Oslo06/14/08 SUPERSYMMETRY IN THE OPPOSITE SIGN DI-LEPTON CHANNEL...
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Transcript of 1Maiken Pedersen University of Oslo06/14/08 SUPERSYMMETRY IN THE OPPOSITE SIGN DI-LEPTON CHANNEL...
![Page 1: 1Maiken Pedersen University of Oslo06/14/08 SUPERSYMMETRY IN THE OPPOSITE SIGN DI-LEPTON CHANNEL Supervisor Farid Ould-Saada.](https://reader035.fdocuments.us/reader035/viewer/2022062713/56649cc25503460f9498a940/html5/thumbnails/1.jpg)
1Maiken Pedersen University of Oslo06/14/08
SUPERSYMMETRY IN THE SUPERSYMMETRY IN THE OPPOSITE SIGN OPPOSITE SIGN DI-LEPTON CHANNELDI-LEPTON CHANNEL
Supervisor Farid Ould-Saada
![Page 2: 1Maiken Pedersen University of Oslo06/14/08 SUPERSYMMETRY IN THE OPPOSITE SIGN DI-LEPTON CHANNEL Supervisor Farid Ould-Saada.](https://reader035.fdocuments.us/reader035/viewer/2022062713/56649cc25503460f9498a940/html5/thumbnails/2.jpg)
2Maiken Pedersen University of Oslo06/14/08
Outline
• Introduction–mSUGRA–SM background
• Inclusive search method OS channel–event selection– results
• Preliminary exclusive search OSSF channel– Invariant mass of opposite sign same flavour leptons–Results
• Lepton isolation
• Conclusion, outlook
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3Maiken Pedersen University of Oslo06/14/08
Supersymmetry (SUSY) (partially) comes to the rescue of the SM
For every SM particle......a super-partner (and more).
Taming the Higgs mass...
...uniting the forces...
...yielding Dark Matter.
But does it exist?But does it exist?
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4Maiken Pedersen University of Oslo06/14/08
MSSM particle content
SM fermions have scalar superpartners, squarks and sleptons.
SM bosons have fermionic superpartners.The higgsinos, winos and binosmix giving us mass eigenstates neutralinos and charginos
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5Maiken Pedersen University of Oslo06/14/08
mSUGRAs 5 parameters & benchmark points• A_0 - Yukawa coupling
parameter• sign of mu Higgs mass
parameter• tan beta, ratio of vacuum
expectation values• m_1/2 fermion mass at GUT
scale• m_0 scalar mass at GUT
scale
– >Completely determines mass hierarchy
– >Benchmark points chosen from experimental and cosmological considerations
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6Maiken Pedersen University of Oslo06/14/08
0,0,10tan 0 A
mSUGRA parameter space with theoretical and cosmological exclusion/inclusion areas
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7Maiken Pedersen University of Oslo06/14/08
mSUGRA benchmark points
[GeV]
Masses
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8Maiken Pedersen University of Oslo06/14/08
Final states of an R-parity conserving MSSM
If scalar masses not too heavy, squark and gluino production will dominate at LHCFinal states in a supersymmetric event will often be
hard jets from decay of gluinos and squarks leptons from chargino, neutralino and slepton
decay Missing transverse energy (etmiss) from 2
LSPs, one from each leg in an R-parity conserving MSSM
ATLAS will search for general signatures, these will include etmiss etmiss+jets etmiss+jets+ 1, 2 or 3 lepton channel ...and more
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9Maiken Pedersen University of Oslo06/14/08
Opposite sign di-lepton channel+jets, MET - Motivations, SM background
• MotivationsMotivations:
– All the SUSY di-lepton events are considered signal
– Large part of the SM background can be suppressed
• SM backgroundSM background
Leptonic ttbar production, W and Z production important SM backgrounds
Z and W production will give leptons, jets, and missing transverse energy, but not all final-states at the same time.
Using event requirements of a certain number of jets, at least 2 opposite sign leptons AND missing transverse energy almost totally removes this background.
– The 2-lepton requirement efficiently removes the QCD background and the hadronic W and Z background
We are left with the (semi) leptonic t-tbar background, which we can reduce with appropriate event requirements.
Z
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10Maiken Pedersen University of Oslo06/14/08
Leptons define our signal-lepton definition important
Leptons come from various sources. jets photon conversion gauge boson decay gauge boson decay slepton, chargino, neutralino decayslepton, chargino, neutralino decay (Susy decay)
We are interested in the last two for our purposes -> primary leptons. The others will be called secondary
>Need to select the primary leptonsprimary leptons
Transverse momentum of lepton, secondary leptonsmore often have low transverse momentum
Amount of activity around the lepton can indicate
what type of lepton we have – ISOLATION, use
calorimeter based isolation (calorimeter based isolation (etcone20))
amount of energy within a cone of Delta R, amount of energy within a cone of Delta R,
required to be smaller than a chosen valuerequired to be smaller than a chosen value
DeltaR lepton
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11Maiken Pedersen University of Oslo06/14/08
Inclusive search method in the Inclusive search method in the opposite sign di-lepton channelopposite sign di-lepton channel
Use general event selection cutsevent selection cuts selecting event with opposite sign di-leptons, quarks and large missing transverse energy, not too model dependent
Use the effective mass MEFFMEFF as discovery variable of SUSY opposite sign dilepton channel. MEFF good approximation of the SUSY mass scale, missing transverse energy (MET) + sum of 4 hardest jet p_T:
∑i=1
4jet i pTMEFF= MET +
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12Maiken Pedersen University of Oslo06/14/08
Number of jets, p_T of hardest jet, etmiss, etmiss/MEF - after precuts of 2 leptons, etmiss>100GeV + 2 jets
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13Maiken Pedersen University of Oslo06/14/08
Event selection cuts
• A set of event selection cuts chosen out from signal efficiency consideration, and in order not to optimize on one mSUGRA scenario
->want to keep the analysis fairly model independent
1) >=2 OS leptons
2) p_T(lep1) >20 GeV p_T(lep2) >10 GeV
3) Lepton isolationa) etcone20< 10 GeVb) normalized etcone20
<0.05
SELECTION CRITERIA
4) 3 jets5) p_T(jet 1) >100 GeV p_T(jet 2,3) >50 GeV
6) MET >150 GeV
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14Maiken Pedersen University of Oslo06/14/08
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15Maiken Pedersen University of Oslo06/14/08
S/sqrt(B + (0.2B)^2)
S/sqrt(B)
S/sqrt(B)close up
S/sqrt(B + (0.5B)^2)
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16Maiken Pedersen University of Oslo06/14/08
OPPOSITE SIGN SAME FLAVOUR CHANNEL, EXCLUSIVE SEARCH
The opposite sign same flavour channel exhibits feature of background --> 0 (except Z boson production, but this is removed by event selection cuts)
SF=SF(corr) + SF(noncorr)
OF=OF(noncorr)
corr- correlated di-leptons, noncorr- nonncorrelated di-leptons.
Flavour subtraction:
• Use the significance (SF-OF) / sqrt(2OF) as the discovery measure. The statistical error in B is sigma(B)=sqrt(SF(uncorr) – OF(noncorr) ) ~ sqrt(2OF(noncorr) since
SF(uncorr) ~ OF(uncorr)
since the uncorrelated SF and OF cancel
SF-OF = SF(corr)
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17Maiken Pedersen University of Oslo06/14/08
Invariant mass of two opposite sign, same flavour leptons
SU1 SU2
SU3 SU4
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18Maiken Pedersen University of Oslo06/14/08
Significances SF-OF dilepton channel1fb^{-1}
NOTE:• To actually calculate
masses from the endpoints, we need additional invariant masses, pairing jets and leptons.
• Inverting the invariant mass formulas then give us the masses of the particles in the decay-chain
– This is work in progress
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19Maiken Pedersen University of Oslo06/14/08
Attempt of improving the lepton isolation
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20Maiken Pedersen University of Oslo06/14/08
EfficiencyR
ejec
tion
Calorimeter lepton isolation comparison
electrons
• Standard lepton isolation quite crude,
– etcone20<10GeV– has low rejection power
• Attempt of improving lepton isolation led us to consider the normalized etcone.
• Track based lepton isolation also seems promising, but this is work in progress, and is not reported here (in collaboration with Katarina Pajchel).
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21Maiken Pedersen University of Oslo06/14/08
S/sqrt(B)
S/sqrt(B)Close up
S/sqrt(B + (0.2B)^2)Lepton isolationnormalized etcone20 < 0.05
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22Maiken Pedersen University of Oslo06/14/08
SF-OF significance comparison2 different isolation requirements10fb^{-1}
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23Maiken Pedersen University of Oslo06/14/08
Conclusion and outlook• Even with non-optimized cuts, discovery in the OS inclusive
channel seems plausible for many of the mSUGRA benchmark points, especially SU3 and SU4 have good prospects, but also SU1 and SU6. More luminosity needed for SU2 and SU8. (2-lepton mode not an optimal search-channel for SU2)
– However, early discovery in the OS channel is strongly dependent on the background estimation for low cut values in MEFF. For hard cuts, the dependency is greatly reduced. -> Hard cuts important when background uncertainty large in order to reduce effect of systematic terms.
– We saw, however that even with a ttbar background uncertainty of 20% discovery of new physics in the opposite sign di-lepton channel could be possible for some scenarios.
• Exclusive search, show even with non-optimized cuts sf-of excess.– Good significances except forSU2 and SU8, and fits can be attempted for SU4 and
SU3 end-points even for 1fb^{-1}.• Need more luminosity for realistic background at 10 fb^{-1}. • Studies will be continued on the alternative lepton isolation, fits of
invariant masses will be done in order to verify if a cleaner sample obtained by using normalized etcone or trackbased isolation gives a better end-point measurement
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24Maiken Pedersen University of Oslo06/14/08
BACKUP SLIDES
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25Maiken Pedersen University of Oslo06/14/08
EVENTS WITH 2 OS LEPTONS
PT LEP1>10GeVPT LEP2 >10GeV
EVENTS WITH 2 OS LEPTONS
PT LEP1>20GeVPT LEP2 >10GeV
lepton p_T [GeV]
lepton p_T [GeV]
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26Maiken Pedersen University of Oslo06/14/08
Etcone20 variable
ElectronsMuons
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27Maiken Pedersen University of Oslo06/14/08Lepton cut pt1>25GeV pt2>10GeVWhen lower pt cut pt>10GeV, eff*rej overall higher, rej factor goes down since a large amoutof secondaries already are rejected with the pt cut
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28Maiken Pedersen University of Oslo06/14/08
Cutflow tables
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29Maiken Pedersen University of Oslo06/14/08
Secondary leptons failing etcone isolationetcone20<10GeV: 17%netcone20<0.05: 32%
28% less secondaries in netcone20
Primary leptons passing etcone isolation etcone20<10GeV: 98%netcone20<0.05: 98%
13% less primaries in netcone20
2 isolation requirements 1) etcone20<10GeV 2) netcone20<0.05
1)
2)
Lepton multiplicity after event selection of 2 os isolated leptons
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30Maiken Pedersen University of Oslo06/14/08
Invariant mass flavour subtracted
SU3 SU4
SU2