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Explore detailed signal analysis techniques for D0 production by Jaiby Joseph, emphasizing precise cut parameters and optimizing pseudorapidity for Kaon and Pion particles. Study Monte Carlo simulations and track momenta for comprehensive results.
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D0 and D0bar signal from 3rd Production Jaiby Joseph 03/19/2011
D0 Signal-200 < slength < 400, TrkDca<200,|D0dcaPV|<200, pK>0.7,pPi>0.7,chargeK<0,chargePi>0, pD0>0.3 # of Events: ~ 7.5 M * Cut change from 1st Prod S/B ~5.128
D0bar Signal-200 < slength < 400, TrkDca<200,|D0dcaPV|<200, pK>0.7,pPi>0.7,chargeK>0,chargePi<0, pD0>0.3 S/B ~ 5.714
D0+D0bar S/B ~ 7.056 S/√S+B ~ 9.639
Pseudorapidity Kaon θ = ASin(pT/p) Pion θ = ASin(pT/p) Kaon -log(tan(θ/2) Pion -log(tan(θ/2)
D0 Signal with cut on eta-200 < slength < 400, TrkDca<200,|D0dcaPV|<200, pK>0.7,pPi>0.7,chargeK<0,chargePi>0, pD0>0.3, |EtaK,pi|<1.0 S/B ~ 4.02
Monte Carlo – Track momenta Ppion Vs PtD0 Pkaon Vs PtD0