Tau g-2 and beyond
Lydia Beresford HEP Seminar Birmingham, 29th January 2019
Tau g-2 and beyond Lydia Beresford HEP Seminar Birmingham, 29th - - PowerPoint PPT Presentation
Tau g-2 and beyond Lydia Beresford HEP Seminar Birmingham, 29th January 2019 Our proposal 1908.05180 Lydia Beresford 2 October 2018 ~ One year on Lydia Beresford 3 What is g-2? How objects interact with a magnetic
Lydia Beresford HEP Seminar Birmingham, 29th January 2019
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torque magnetic moment
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Scalar Lepton Dark Matter
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Electron: Odom et at PRL (2006) Bouchendira et al PRL (2011) Aoyama et al 1205.5368 Parker et al Science (2018) Muon: BNL E821 hep-ex/0602035 J-PARC 1901.03047 Davier et al 1908.00921 Keshavarzi, Nomura and Teubner 1802.02995
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time evolution
Lusiani (2019)
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‘if I were to put my money on something that would signal new physics, it’s the [muon] g-2 experiment at Fermilab’ Brian Cox
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Further details
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Models for electron & muon g-2 could apply here too e.g. Z’, dark photon, 2HDM …
Martin and Wells PRD (2001)
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Delphi EPJC (2004)
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e e
Real photon, virtual @ collider
Breit Wheeler process Proposal paper
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Delphi EPJC (2004)
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−0.06 −0.05 −0.04 −0.03 −0.02 −0.01 0.00 0.01 0.02
a` = (g` − 2)/2
⌧ ⌧B
− a⌧ DELPHI04 aµ BNL06 (error bar × 106) ae Harvard06 (error bar × 109)
1 2
Beresford & Liu
Existing measurement Theoretical prediction PbPb → Pb( → ⌧⌧)Pb (this work) LHC √sNN = 5.02 TeV
SM apred
⌧
(error bar × 104)
Λ = 140 GeV Λ = 250 GeV
τ
τ
aexp
τ
atheory
τ
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Eidelman et al 1601.07987 Chen, Wu 1803.00501
Koksal et al 1804.02373 Howard et al 1810.09570
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Köksal 1809.01963 Gutiérrez-Rodríguez et al 1903.04135
Fomin et al 1810.06699 Fu et al 1901.04003
Galon, Rajaraman and Tait 1610.01601
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Pb+Pb, 5.02 TeV Run: 365914 Event: 562492194 2018-11-14 18:05:31 CEST 30
All calo cells with ET > 500 MeV shown
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MG with modified photon flux + Pythia + Delphes (ATLAS)
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Aguila, Cornet and Illana PLB (1991) Beresford, Liu 1908.05180
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Leptonic
3 prong
1 prong
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And veto & masses
Keep
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) [GeV]
1
(l
T
p
3 −
10
2 −
10
1 −
10 1 10
Entries
=0 (1.3e+03)
τ
d δ =0,
τ
a δ , τ τ =0 (1.8e+03)
τ
d δ =0.02,
τ
a δ , τ τ =0 (1.3e+03)
τ
d δ =-0.02,
τ
a δ , τ τ =0.015 (2.9e+03)
τ
d δ =0.0,
τ
a δ , τ τ =-0.015 (2.9e+03)
τ
d δ =0.0,
τ
a δ , τ τ Sample (Yield)
1 −
= 5.02 TeV, 2.0 nb s )Pb, τ τ → γ γ Pb( → PbPb 1T l SR1 LB JL 38
Unit normalised
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Split 1 + 1 track SR @ 6 GeV Coarse shape analysis
0.07 − 0.06 − 0.05 − 0.04 − 0.03 − 0.02 − 0.01 − 0.01 0.02
τ
a δ 2 4 6 8 10
2
χ
3T combined l and SR1 2T l 1T, SR1 l SR1 3Tcombined l 2T and SR1 l SR1 6],[>6] GeV, ≤ [ ∈
l
T
1T p l SR1 = 0.1
b
ζ =
s
ζ = 0.0 ,
τ
d δ ,
1 −
= 5.02 TeV, 2 nb s LB JL
68 % CL 95 % CL
Assuming 10% systematic
(orthogonal)
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−0.06 −0.05 −0.04 −0.03 −0.02 −0.01 0.00 0.01 0.02
SMEFT apred
⌧
, C⌧B = −1 SM apred
⌧
(error bar × 104) a⌧ 20 nb−1, 5% syst a⌧ 2 nb−1, 5% syst a⌧ 2 nb−1, 10% syst a⌧ DELPHI04 aµ BNL06 (error bar × 106) ae Harvard06 (error bar × 109)
Λ = 140 GeV Λ = 250 GeV
1 2
Beresford & Liu
Existing measurement Theoretical prediction PbPb → Pb( → ⌧⌧)Pb (this work) LHC √sNN = 5.02 TeV
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torque electric dipole moment
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Further details
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0.02 − 0.015 − 0.01 − 0.005 − 0.005 0.01
τ
d δ 2 4 6 8 10
2
χ
3T combined l and SR1 2T l 1T, SR1 l SR1 3Tcombined l 2T and SR1 l SR1 6],[>6] GeV, ≤ [ ∈
l
T
1T p l SR1 = 0.1
b
ζ =
s
ζ = 0.0 ,
τ
a δ ,
1 −
= 5.02 TeV, 2 nb s LB JL
68 % CL 95 % CL 43
Belle PLB (2003)
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Martin Perl, 1998
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Bruce et al 1812.07688
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ATLAS (AFP) CMS (CT-PPS)
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Mediator
Blind in dark matter & g-2 favoured regions
Mass difference (mediator,DM) NB most recent ATLAS results: 1911.12606 1908.08215
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Illustrative plot FP acceptance not applied
Calculated from proton energy loss
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Potential to probe well motivated ATLAS blind spots & perform landmark measurements of new LHC observables! Beresford, Liu PRL (2019) Mediator Mass difference (mediator,DM)
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Events / 0.20 GeV
1
2
10
4
10
6
10
8
10
)Pb τ τ → γ γ Pb( → Superchic 3.02 PbPb )Pb τ τ → γ γ Pb( → MadGraph 2.6.5 PbPb
1 −
= 5.02 TeV, 2 nb s Generator level
LB JL SM couplings
) [GeV]
1
τ ( η
5 − 4 − 3 − 2 − 1 − 1 2 3 4 5
wrt SuperChic Pb
0.5 1 1.5 2
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χ2 = (SSM+BSM − SSM)2 B + SSM+BSM + (ζsSSM+BSM)2 + (ζbB)2
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Bruce et al 1812.07688
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min(mγγ) = 2 x m(mediator)
Proton & lepton acceptance & efficiencies not applied Smearing applied
Note: acceptance & efficiencies not applied, only resolution smearing min( ) = 2 x
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