susy and bsm in atlas recent results and more selected
play

SUSY and BSM in ATLAS Recent Results and more selected topics - PowerPoint PPT Presentation

SUSY and BSM in ATLAS Recent Results and more selected topics only!!! G. Azuelos Supersymmetry BSM inclusive signals: narrow resonances: Jets + Etmiss dileptons + 0, 1, 2 leptons lepton +MET multileptons


  1. SUSY and BSM in ATLAS Recent Results and more selected topics only!!! G. Azuelos Supersymmetry BSM inclusive signals:  narrow resonances:  Jets + Etmiss  dileptons  … + 0, 1, 2 leptons  lepton +MET  multileptons  dijets  stable hadronizing particles  diphotons  GMSB  heavy quarks  displaced vertices  Monojets  diphotons + MET  Leptoquarks  1 4 D e c 2 0 1 1 G. Azuelos -AtCan meeting, Vancouver 1

  2. Introduction  Beyond the Standard Model o wide variety of models and signatures, with unknown parameters  exclude regions of parameter space  interpret a signature in terms of different models o narrow resonances relatively easy  knowledge of background less critical o non-resonant signals probe high mass phenomena  where the backgrounds are low and where backgrounds, reconstruction efficiencies are well understood  Supersymmetry o very large parameter space  initial study of simplest models o inclusive signals: excess in jets, Etmiss (and leptons) o R-parity violation o long-lived particles o interpretation in terms mostly of SUGRA (5 parameters), but also GMSB, (AMSB) 1 4 D e c 2 0 1 1 G. Azuelos -AtCan meeting, Vancouver 2

  3. Experimental Challenges  see talk by Michel Lefebvre Impossible to discuss experimental methods in each case Systematic errors: NLO, NNLO calculations, mass-dependent k-factors  matching of matrix element and parton shower (for multijet processes)  pdf, alpha_s, QCD scale factors  QCD, W+jets have high cross sections  data driven techniques, with their  uncertaintes lepton reconstruction efficiencies, isolation, resolution  Good Runs Lists …  pileup reweighting  luminosity  limit extraction procedure  1 4 D e c 2 0 1 1 G. Azuelos -AtCan meeting, Vancouver 3

  4. Narrow Dilepton resonances  Sequential Standard Model o generic Z’ with SM couplings to fermions but no coupling to gauge bosons o serves as a benchmark  E 6 -inspired Z’ (and other gauge symmetry extensions) o ′ θ = π − − ⇒ 1 Z → + tan 5 3 E SO U ( 10 ) ( ) 1 η E 6 ψ 6 | ′ − θ = ⇒ 1 Z tan 3 5 → + SU U ( ) 5 ( 1 ) E 6 I χ ′ θ = − ⇒ 1 Z tan 15 9 E S ′ ′ 6 = θ + θ Z Z Z ' cos sin E χ χ E ψ ψ − ′ 6 6 θ = ⇒ 1 Z tan 15 E N 6  Graviton KK  technirho, techniomega  Various other models … . Z * , Z KK , little Higgs Z H , LRSM 3- 3-1 , Stueckelberg Z ', leptophobic or fermiophobic Z ' P. Langacker, Rev Mod Phys 81 (2009) 1199 1 4 D e c 2 0 1 1 G. Azuelos -AtCan meeting, Vancouver 4

  5. Resonant dileptons Drell-Yan production well predicted NNLO calculations available; used to derive mass-dependent derive k-factors Other backgrounds estimated by data-driven method or by MC multijets: reverse isolation  W+jets  top pair  dibosons  Background scaled to data in Z peak region uncertainties: k- factors, pdf’s  normalization  trigger/reconstruction  arXiv:1108.1582 1 4 D e c 2 0 1 1 G. Azuelos -AtCan meeting, Vancouver 5

  6. Limits on dilepton resonances 95% CL limits Low Scale Technicolor 1 4 D e c 2 0 1 1 G. Azuelos -AtCan meeting, Vancouver 6

  7. Contact Interactions L = g 2 % ' 2 ! 2 " LL # ! L $ µ ! L # q L $ µ q L + 2 " LR # ! L $ µ ! L # q R $ µ q R + " RR # ! R $ µ ! R # q R $ µ q R & ( ( ) g = 4 ! All quarks participate in contact interaction with the same strength. Interference very important (dominant) = d ! DY d ! F I ( m !! ) + F C ( m !! ) " # LL $ 2 $ 4 dm !! dm !! 1 4 D e c 2 0 1 1 G. Azuelos -AtCan meeting, Vancouver 7

  8. Diphotons Large Extra Dimensions: New virtual graviton exchange ! ! " G = F M S 4 backgrounds prompt photons (pythia, DIPHOX for NLO)  fakes:  + j, j j by choosing non-tight photons  1 4 D e c 2 0 1 1 G. Azuelos -AtCan meeting, Vancouver 8

  9. diphotons – Bounds on RS Graviton 1 4 D e c 2 0 1 1 G. Azuelos -AtCan meeting, Vancouver 9

  10. W’ Sequential Standard Model used as benchmark m T = miss ( 1 ! cos " ! # ) 2 p T E T mass-dependent k-factors to NNLO 1 4 D e c 2 0 1 1 G. Azuelos -AtCan meeting, Vancouver 10

  11. dijet resonance search Various models excited quark q* (contact interaction)  qg ! q * " compositeness scale # $ m q * axigluon: axial coupling to quarks  a ! a L Aqq = g QCD q A µ 2 " µ " 5 q ; g QCD = 4 #$ s color-octet scalar  L gg 8 = g QCD d ABC ! s B F C , µ # A F µ # S 8 " s B = gluon field strength tensor (color index A) F µ # 1 4 D e c 2 0 1 1 G. Azuelos -AtCan meeting, Vancouver 11

  12. dijets q * and A 8 S 8 1 4 D e c 2 0 1 1 G. Azuelos -AtCan meeting, Vancouver 12

  13. 4 th family quarks from same sign dilepton events u 4 u 4 ! W + bW " b d 4 d 4 ! W " tW + t … more soon with higher luminosity SM 4 th family quarks allow the Higgs mass to be heavy (but now excluded … )  cannot be too heavy without causing vacuum instability or violation of perturbative unitarity  1 4 D e c 2 0 1 1 G. Azuelos -AtCan meeting, Vancouver 13

  14. Vector-Like Quarks coupling to light generations New vector-like quarks: both chiralities have the same transformation properties: singlets or doublets in SU(2)  predicted by many models  E 6 : down-type quarks  DEWSB: little Higgs, top condensation, beautiful mirrors, composite Higgs  extra dimensions, for even number of spatial dimensions  EW constraints  expected generally to couple to 3 rd generation because less contrained  in certain scenarios, mixings with SM quarks can cancel   no EWPM constraint from first generations  strong signal at LHC motivation  BSM models with custodial symmetry to protect Zbb  (Agashe et al., Physics Letters B 641 (2006) 62–66) extra dimension models  composite Higgs model  (M Redi and A. Weiler, JHEP11 (2011) 108 ) CMS has looked for T  t Z in pair production (Z + 1 lepton): mT > 475 GeV if 100% BR arXiv:1109.4985 1 4 D e c 2 0 1 1 G. Azuelos -AtCan meeting, Vancouver 14

  15. vector-like quarks ( ) + L = g g ( ) + u R " µ D R + ! dU W µ # d R " µ U R ! uU u R " µ U R + ! dD d R " µ D R ! uD W µ 2 cos $ W 2 ! = v (only RH coupling shown, for doublet vlq) ! M ! single production more sensitive dominated by t-channel  forward jet both charged and neutral current channels ! = 1 ! BR(U ! Zu )=100% ! ! = 1 BR(D " Wu)=100% 1 4 D e c 2 0 1 1 G. Azuelos -AtCan meeting, Vancouver 15

  16. vlq ! ! = 1 ! = 1 ! BR(D " Wu)=100% BR(U ! Zu )=100% 1 4 D e c 2 0 1 1 G. Azuelos -AtCan meeting, Vancouver 16

  17. constraints on coupling in degenerate bi-doublet model Degenerate bidoublet: ( 2 , 2 ) in SU ( 2 ) L ! SU ( 2 ) R hypercharges 1/6 and 7/6 ! $ ! $ X 5 / 3 U 2 / 3 # & # & & and # # & X ' 2 / 3 D ' 1 / 3 " % " % same Yukawa couplings to SM u quark. Mixing of up with the two charge 2/3 quarks cancel exactly, leaving no observable correction to SM coupling A. Atre et al., 1 4 D e c 2 0 1 1 G. Azuelos -AtCan meeting, Vancouver 17

  18. Monojets High pT Jet recoiling against an invisible particle such as graviton in ADD model of large extra dimensions  Wimp pairs  3 regions selected: LowPT, HighPT, VeryHighPT pt(j1) > 120, 250, 350 GeV  MET > 120, 220, 300 GeV  pt(j2) < 30, 60, 60 GeV  Z+j, W+j are dominant backgrounds, but also QCD (data driven) and beam related background High PT region 1 4 D e c 2 0 1 1 G. Azuelos -AtCan meeting, Vancouver 18

  19. limits on ADD Limit on MD depends on the number of extra dimensions s ~ M D Validity of the theory breaks when  truncate phase space for cross section evaluation  changes the limit by a few percent Model-independent cross section limit (95% CL) 2.02 pb, 0.13 pb and 0.045 pb for the LowPt, HighPt and veryHighPt regions 1 4 D e c 2 0 1 1 G. Azuelos -AtCan meeting, Vancouver 19

  20. monojets and dark matter  see seminar by W. Shepherd on Monday Assume effective interaction qq  due to exchange of heavy particle coupling can be scalar, vector, axial-  vector … , can involve gluons the same coupling (diagram) applies  to dark matter direct detection:  + (A,Z)   + (A,Z) interpret the LHC limit in terms of  WIMP cross section on nucleons very good sensitivity to spin-  dependent interactions 1008.1783 also to spin-independent interaction  for low mass WIMP Bai, Fox and Harnik, 1005.3797 J. Goodman et al., 1008.1783 Akula et al., 1103.5061 J. Goodman and W. Shepherd, 1111.2359 1 4 D e c 2 0 1 1 G. Azuelos -AtCan meeting, Vancouver 20

  21. scalar Leptoquarks showing the 35pb-1 analysis New results coming out very soon… clean, simple signal pair production cross section is (almost) model-independent 1 4 D e c 2 0 1 1 G. Azuelos -AtCan meeting, Vancouver 21

  22. scalar Leptoquarks similar limit contour for muon channels 1 4 D e c 2 0 1 1 G. Azuelos -AtCan meeting, Vancouver 22

Download Presentation
Download Policy: The content available on the website is offered to you 'AS IS' for your personal information and use only. It cannot be commercialized, licensed, or distributed on other websites without prior consent from the author. To download a presentation, simply click this link. If you encounter any difficulties during the download process, it's possible that the publisher has removed the file from their server.

Recommend


More recommend