1 / 19

Z0/ γ *( l + l - )+jet Made in LANL

Dilepton Tagged Jets via Angular Correlations. Z0/ γ *( l + l - )+jet Made in LANL. Paul Constantin, Gerd Kunde, Camelia Mironov. Made in LANL (with P. Constantin & G.J. Kunde). Camelia Mironov. S ignal B ackground M iscellaneous NEXT. Introduction Signal Background

thuyet
Download Presentation

Z0/ γ *( l + l - )+jet Made in LANL

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. Dilepton Tagged JetsviaAngular Correlations Z0/γ*(l+l-)+jetMade in LANL Paul Constantin, Gerd Kunde, Camelia Mironov Made in LANL (with P. Constantin & G.J. Kunde) Camelia Mironov • Signal • Background • Miscellaneous • NEXT • Introduction • Signal • Background • Conclusions, applause, flowers etc.

  2. Azimuthal Correlations: h+h TriggerParticle Back side C(ΔΦ) Sameside Associated Particles BKG = B(1+2v2(pTasso)v2(pTtrig)cos(2)) CARTOON flow+jet A+A flow jet p+p hPt hadorn tagged (triggered) jet • p+p : z=pTassociated/pTtrigger Fragmentation function: • A+A: distribution of particles associated with a trigger aftermedium modification  have to disentangle the ‘jet’ component from the global ‘flow’

  3. Azimuthal Correlations: Z0/γ*+jet The DILEPTON is the tag BKG = B(1+2v2(pTasso)v2(pTtrig)cos(2)) no flow for dilepton flat global background • pTjet ~ pTZ0/γ* jet energy determined • no ambiguities (π0->2γ, η etc) like in γ+jet

  4. Theory: γ+jet z = pT/pjet  Wang, Huang, Sarcevic PRL 77, 231 (1996)  Wang, Huang PRC 55, 3047 (1997) •  measure D(z) in pp and AA • λa (parton inelastic scattering mean free path)  dEa/dx (parton energy loss)  Arleo et al (hep-ph/0410088), Arleo(hep-ph/0601075): γ-π0 and γ-γ correlations  medium modified fragmentation functions Energy loss models (GLV, BDMS etc) connect partonic energy loss to fundamental properties of the medium – gluon density, system size etc

  5. PYTHIA Signal at LHC =5.5TeV PYTHIA v6.326 Mass_γ* >12GeV (default) |η| <3.0

  6. PYTHIA Signal at LHC =5.5TeV ~NUMBERS: Luminosity = 0.5 (mbs)-1 Run time = 106 (s) (2 weeks) Z(pT>50 GeV/c) ~790

  7. Cross-check for the PYTHIA number … Campbell and Maltoni: cross sections at NLO == MCFM (http://mcfm.fnal.gov) BR*Lumi*runTime*A^2 ~720 Z0 with pT>50GeV/c

  8. PYTHIA Z0 Signal ΔΦ vs pTdilepton z=pThadron/pTdilepton z vs pTdilepton

  9. Background | | | | | | | | | | | |__| | | |__ ____ | |_____ Heavy quarks and their semi-leptonic decay channels BR(B --> lxy) ≈ 10.2% BR(D --> lxy) ≈ 6.7%

  10. Signal & Background : Theory Gale, Srivastava,Awes nucle-th/0212081

  11. Understanding background: theory CERN yellow report on heavy flavor production: hep-ph/0311048 NLO (HVQMNR) (Mangano, Nason, Ridolfi hep-th/xxxxx) PYTHIA total

  12. My MNR: ΔΦ(ccbar) Distribution ccbar: independent trend in ΔΦ with increasing the momentum pT(ccbar)>20GeV/c Pt(ccbar)>150GeV/c

  13. My MNR: ΔΦ(bbbar) Distribution bbbar: change in ΔΦ when increasing the momentum cut pT(bbbar)>20GeV/c pT(bbbar)>150GeV/c

  14. Reduce Background plepton pmeson vtx (0,0,0) lepton = e±, μ± meson = D±, B± dca …understand background first!!  comon sense: DCA cut on displaced lepton track Profile histogram (value=mean, bars=rms) 3<plepton<5 GeV/c 5<plepton<7 GeV/c 7<plepton<10 GeV/c 10<plepton<13 GeV/c Dca(mm)

  15. Reduce background: DCA  If we assume a dca resolution in σrφ~20μm and σz~50μm Statistical error bars • can identify (reject) ~80% of the heavy background • pT dependent trend?

  16. Before the end … • Use a weakly interacting probe (Z0/γ*(l+l-)+jet) to tackle the properties of a strong interacting medium  weak is good (this time) • Advantages over ‘traditional’ h-h, γ-h analyses: no flow, no high pT limit etc. • ‘Smallish’ rates  you can’t have everything (rates, high pT reach and purity) in life La vita seems to be bella nevertheless …

  17. The End

  18. Z0/γ* - jet γ*/Z0 γ*/Z0 γ*/Z0 γ*/Z0 Initial state radiation · Σ(pT_incomingPartons)!=0  pTjet !=pTdilepton • Final state radiation • It will broden the jet distribution

More Related