Bhabha veto
Kenji Hamano
Last modified : Aug 10, 2005
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Radiative Bhabha veto
1. Define the following variables
nTrk = number of charged tracks from GTL (GoodTrackLoose) list
nGam = number of gammas from CalorNeutral list with E_gamma > 80 MeV
multi = nTrk + nGam/2
2. The Radiative Bhabha veto then requires
multiplicity >= 5 and nTrk >= 4
reference
Run4 was used. Luminosities are
| # files | # events | calculation | luminosity |
OnPeak | 100 | 4,350,000 | 5000000*99.763/15478292 | 32.227 fb-1 |
OffPeak | 14 | 677,780 | 1*9.937 | 9.937 |
BpBm | 50 | 2,500,000 | 2500000*614.7/26581032 | 57.81 |
B0B0bar | 50 | 2,500,000 | 2500000*620.0/28032699 | 55.29 |
ccbar | 50 | 2,500,000 | 2500000*145.2/4621167 | 78.55 |
uds | 50 | 2,500,000 | 2500000*186.0/4270887 | 108.88 |
tautau | 8 | 374,945 | 1*225.0 | 225.0 |
D mass plots from AddLepton subskims:
D0 mass (D0->Kpi) : Plep cut dependence
Dch mass (Dch->Kpipi) : Plep cut dependence
D mass plots with radiative Bhabha veto:
D0 mass (D0->Kpi)
Dch mass (Dch->Kpipi)
D mass plots with Plep<2.7GeV:
D0 mass (D0->Kpi)
Dch mass (Dch->Kpipi)
D mass plots with radiative Bhabha veto and Plep<2.7GeV:
D0 mass (D0->Kpi)
Dch mass (Dch->Kpipi)
D + D from Dstar mass plots with radiative Bhabha veto and Plep<2.7GeV:
D0 mass (D0->Kpi)
Dch mass (Dch->Kpipi)