study of y(1s)pipi and y(1s)eta final states with lhcb detector
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Introduction Bottomonium spectrum MC data Search for resonances Conclusions
Study of(1S)+ and (1S) final stateswith LHCb detector
Vitaly Vorobyev, Summer Student.Supervisor: Anton Poluektov
Novosibirsk State University,Budker Institute of Nuclear Physics
August 24, 2011
1 / 10 Vitaly Vorobyev, Summer Student. Supervisor: Anton Poluektov Study of(1S)+ and (1S) final states with LHCb detector
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Introduction Bottomonium spectrum MC data Search for resonances Conclusions
Contents
1 IntroductionRecent observation of Z
()b by Belle
Other possible states
2 Bottomonium spectrum
3 MC data
4 Search for resonancesFinal state (1S)+
Final state (1S)
5 Conclusions
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Introduction Bottomonium spectrum MC data Search for resonances Conclusions
Recent observation ofZb
by Belle Other possible states
Recent observation ofZ()b by Belle
Anomalously high rates for (5S) hb(1P, 2P)+ decays [1]
Recently discovered resonances Z()b have explained anomality. [2]
Belle results
Distributions of missing mass associated with for
(5S) (2S) (left), (5S) hb(1P) (center) and(5S) hb(2P) (right): [2]
[1] Belle Collaboration, arXiv:1103.3419v1 [hep-ex]
[2] I. Adachi et al. (Belle Collaboration), arXiv:1105.4583v1 [hep-ex]3 / 10 Vitaly Vorobyev, Summer Student. Supervisor: Anton Poluektov Study of(1S)+ and (1S) final states with LHCb detector
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Introduction Bottomonium spectrum MC data Search for resonances ConclusionsRecent observation ofZb
by Belle Other possible states
Other possible states
Other bottomonium-like states? Yes! [3]
Z()b
IG(JP) = 1+(1+)
Y()b
Y()b are I = 0 counterparts of isotriplet Z
()b with J
PC = 1+
Y()b are not accesible from the (5S) decays:
(5S) Y()b
is suppressed due to isospin conservation;
(5S) Y()b
is kinematically forbidden.
Could be visible in LHCb experiment:S-wave: (1S, 2S), (1S)
P-wave: (1S)
[3] A.E. Bondar, A. Garmash, A.I. Milstein, R. Mizuk, M.B. Voloshin,
arXiv:1105.4473v2 [hep-ph]4 / 10 Vitaly Vorobyev, Summer Student. Supervisor: Anton Poluektov Study of(1S)+ and (1S) final states with LHCb detector
I d i B i MC d S h f C l i
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Introduction Bottomonium spectrum MC data Search for resonances Conclusions
(+) mass spectrum
337 pb1, 2011 data.
Stripping 13:FullDSTDiMuonDiMuonHighMassLine
Selections
pt() > 500 MeV
Parameterization
Signal: Crystal Ball function
Background: 2nd order Chebychev
polynomial.
Parameter (1S) (2S) (3S)Mass (MeV) 9441.4 0.1 10003.3 0.3 10334.2 0.5
Width (MeV) 43.1 0.1 45.6 0.3 47.2 0.5Number of events (103) 233.2 0.7 55.7 0.4 27.7 0.3
5 / 10 Vitaly Vorobyev, Summer Student. Supervisor: Anton Poluektov Study of(1S)+ and (1S) final states with LHCb detector
I t d ti B tt i t MC d t S h f C l i
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Introduction Bottomonium spectrum MC data Search for resonances Conclusions
Generator level MC
Generator level MC for(2S) (1S) and(2S) (1S)(+0)
pt of pions is very low!
pt() from (2S) (1S)
pt() from (2S) (1S)
pt(0) from (2S) (1S)
6 / 10 Vitaly Vorobyev, Summer Student. Supervisor: Anton Poluektov Study of(1S)+ and (1S) final states with LHCb detector
Introduction Bottomonium spectrum MC data Search for resonances Conclusions
Final state (1S)+ Final state (1S)
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Introduction Bottomonium spectrum MC data Search for resonances ConclusionsFinal state (1S)+ Final state (1S)
Final state (1S)+
Stripping
FullDSTDiMuonDiMounHighMassLinePions
pt() > 150 MeVpt(
+) +pt() > 400 MeV
2(IP)/n.d.f < 9
logPID(K ) < 5Muons
pt() > 1000 MeVpt(
+) +pt() > 7000 MeV
2(IP)/n.d.f < 9logPID( ) > 1
Upsilon
|m (+) m ((1S))| < 130 MeVKinematics
dtf2/n.d.f < 4pt ((1S)
+) > 3000 MeV
(2S) (1S)+
Efficiency
= nrecntot
0.2%
7 / 10 Vitaly Vorobyev, Summer Student. Supervisor: Anton Poluektov Study of(1S)+ and (1S) final states with LHCb detector
Introduction Bottomonium spectrum MC data Search for resonances Conclusions
Final state (1S)+ Final state (1S)
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Introduction Bottomonium spectrum MC data Search for resonances ConclusionsFinal state (1S)+ Final state (1S)
Final state (1S)+
(2S) (1S)+
2
/n.d.f. = 87.2/54
(3S) (1S)+
2
/n.d.f. = 67.2/57
Y()b (1S)
+
2
/n.d.f. = 63.6/57
Parameterization: Gaussian + 2nd order Chebychev polynomial.
(2S) (1S)+ signal:
ns = (1654 165)m = (10022.4 0.3) MeV = (3.0 0.4) MeV
8 / 10 Vitaly Vorobyev, Summer Student. Supervisor: Anton Poluektov Study of(1S)+ and (1S) final states with LHCb detector
Introduction Bottomonium spectrum MC data Search for resonances Conclusions
Final state (1S)+ Final state (1S)
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Introduction Bottomonium spectrum MC data Search for resonances ConclusionsFinal state (1S)+ Final state (1S)
(2S) J/ decay
Pions
pt(0) > 100 MeVpt(
+) +pt() +pt(
0) > 300 MeV2(IP)/n.d.f < 9
logPID(K ) < 5Muons
2
(IP)/n.d.f < 9logPID( ) > 1J/
|m (+) m (J/)| < 70 MeVKinematics
pt ((1S)+) > 3000 MeV
Only 35 pb1 is treated.
Probably, one cant see(2S) (1S) signal with presentdata.
9 / 10 Vitaly Vorobyev, Summer Student. Supervisor: Anton Poluektov Study of(1S)+ and (1S) final states with LHCb detector
Introduction Bottomonium spectrum MC data Search for resonances Conclusions
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t oduct o otto o u spect u C data Sea c o eso a ces Co c us o s
Conclusions
Conclusions
1 Production of (1S)X in the primary vertex makes study ofbottomonium-like resonances difficult.
2 Low pt of signal pions makes the situation even worse:
many background pions with low pt;low efficiency for low pt pions.
3 Maybe, one will be able to obtain interesting results with muchlarger statistics.
Thank you!Contacts: [email protected] or [email protected]
10 / 10 Vitaly Vorobyev, Summer Student. Supervisor: Anton Poluektov Study of(1S)+ and (1S) final states with LHCb detector
mailto:[email protected]:[email protected]:[email protected]:[email protected]://find/