1 / 15

Search for B  t n with SemiExclusive reconstruction

Search for B  t n with SemiExclusive reconstruction. C.Cartaro, G. De Nardo, F. Fabozzi, L. Lista Università & INFN - Sezione di Napoli. Searches for B  t n at BaBar. Two analyses based on 1999-2002 data sample (81.9 fb-1) First : reconstruct one B meson Semi-Exclusively

varsha
Télécharger la présentation

Search for B  t n with SemiExclusive reconstruction

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. Search for B tn with SemiExclusive reconstruction C.Cartaro, G. De Nardo, F. Fabozzi, L. Lista Università & INFN - Sezione di Napoli

  2. Searches for B tn at BaBar • Two analyses • based on 1999-2002 data sample (81.9 fb-1) • First: reconstruct one B meson • Semi-Exclusively • In a DlnX mode (X = g, p0, nothing) • Then: the recoil is analyzed to search for a B tn decay • t decays are reconstructed in the following modes: SemiExclusive Tags • (e, ) (e, )  • (, 0, )  SemiLeptonic Tags •  (e, ) (e, )  • The samples of the two analyses are statistically independent and the results have been combined F.Fabozzi

  3. B sample counting • In Semi-Exclusive analysis we fully reconstruct a B meson in a B  DXhad mode • For the BR determination we need the number of B+B- events with a fully reconstructed B • determined with a fit to mES • for the systematics we fit also with a Gaussian (4.5% less events) • Too conservative? We’ll try to fit with a double Gaussian • mES distribution fitted as Argus  Crystal ball • B sample counting: • NBB = (1.670.09)105 sideband peak F.Fabozzi

  4. Events preselection mESdata, 1GTL & 00 • Preselections for the interesting channels • 1 GTL & 0 p0 • 1 GTL & 1 p0 • 3 GTL & 0 p0 • Then fit to the mES distributions • Crystal Ball + Argus • Fits after the preselection used for • data-MC comparison • expected background prediction • The shape of the Argus function after the preselection is in agreement with the shape after the full selection mESdata, 3GTL & 00 mESdata, 1GTL & 10 F.Fabozzi

  5. Selections of tau decays 1-prong events • 1 track, 0 0 • No KS • Neutral Energy <110MeV • Neutral Bumps < 1 • Pmissing > 1.2 GeV/c • Kaon veto • Particle ID •  only • Lepton veto • pc.m.s. > 1.2 GeV/c • SemiExcl purity mode > 50% •  events • decay proceeds via two intermediate resonances, an a1 and a  • 3tracks and00 • Pmissing > 1.2 GeV/c • Neutral Energy < 100 MeV • Neutral Bumps < 1.5 • 600 MeV < m(0) < 950 MeV • 1.1 GeV < m(+) < 1.6 GeV • |p1 + p2 +p3 |> 1.6 GeV/c (c.m.s.) • Lepton & kaon veto • SemiExcl purity mode > 30%  0 events decay proceeds via an intermediate  • 1 track and 10 • pmissing> 1.4 GeV/c • Neutral Energy < 100MeV • 0.55 GeV < m(0) < 1 GeV • SemiExcl purity mode > 50% • Optimized for the best upper limit • Rejecting events with pmiss in the beam pipe? F.Fabozzi

  6. Integrated purity cut • For each selection we apply a cut on the “nominal”integrated purity of the Breco side • Different from the integrated purity that we see • from the fit to mES distribution • Not relevant from the point of view of the analysis but generated confusion during review Charged B sample Nominal Int. Pur. = 50 % F.Fabozzi

  7. e    0 00  0 e 22.9% 0 0.6% 0 0 0 0  0 7.4% 0.5% 0 0 0 0  0.1% 2.7% 21.6% 0.4% 1.2% 0 0.1%  0 0 0 6.8% 0 0 0 0 0 0.3% 1.0% 0.1% 6.6% 0.8% 0.6% Selection efficiencies • Total efficiency = 11.3% F.Fabozzi

  8. Selected events B    Wrong sign control sample B    Unblinded data candidates F.Fabozzi

  9. 1-prong lepton 1-prong pi rho-channel Hadronic Vcb Hadronic Vcb Semilept. Vub Semilept. Vcb Semilept. Vcb Semilept. Vcb Background from generic B+B- • Mostly from semileptonic Vcb • Can we fight this background looking at the charged tracks list? 3-prongs channel only 3 events selected 2 semilept. Vcb 1 hadronic charmless F.Fabozzi

  10. Systematic error (I) • Uncertainty on NBB • Uncertainty on signal selection efficiencies • Better understanding of systematics on neutrals • Now: smearing procedure on the photon energy • Cut on neutral energy in the EMC • Sensitive to the Data-MC agreement in the low-energy region (ex. simulation of machine background in the EMC) • Developing a module to study t+t- events • Tag one t (t-3prongs) and look the neutral energy distribution associated to the other t decay • Data-MC comparison F.Fabozzi

  11. Systematic error (II) • Uncertainty on the expected background (bi) estimate • Peaking background: from generic B+B- MC • More generic MC is available  will reduce main systematic error • Continuum+combinatorial background: from data sideband • scaling to signal region based on the fitted Argus shape • Possible dependencies of the fitted Argus shape on the variables used in the selection taken into account • mES fits in bins of a given variable • a correction factor for each variable • Total correction as the product of the individual corrections • assumption that variables are uncorrelated • the effect of correlation between variables is small (total error on bi: 4.9  5.0, since the statistical error on bi is dominant • We may think to remove highly correlated variables if they do not add in signal-to-background discrimination F.Fabozzi

  12. Branching fraction extraction • -2logQmin gives the statistical significance of the signal • ~ 0.1s significance • Likelihood ratio estimator Q • Value of branching fraction  Minimum of -2logQ Unphysical region +3.8 Br(B-  t- n )= 1.1  10-4 -1.1 F.Fabozzi

  13. Upper limit determination • Determination of C.L. and upper limit with a Toy MC • 10000 random experiments generated for 400 values of the branching fraction Br(B-  t -n )< 7.7  10-4 (90%C.L.) Uncertainty on bi included COMBINED with semi-lept analysis: Br(B-  t -n )< 4.1  10-4 (90%C.L.) F.Fabozzi

  14. Expected sensitivity • For each channel we fluctuate the observed events according to a Poisson distribution F.Fabozzi

  15. Conclusions • Conference paper will be made public soon • Some delay due to discussion on if/how to quote a central value • Another iteration of the analysis is starting • More signal and generic B+B- MC available • Better understanding of neutral systematics • Try to see if margins to improve background rejection • Semileptonic Vcb is the main source F.Fabozzi

More Related