TDR production 2003
66,758,050 events (see plots)
last update  5-Apr-2004 13:28
In the following table you will find the number of events produced  for each channel and the corresponding GAUDI options file that you can used directly in your DaVinci job.
The following datasets have been produced with SICBMC v260r2 and dbase v254r1, Brunel v17r4 and XmlDDDB v15r2
The Bad datasets are supposed not to be in these opts file, BUT if you find some of them, please send me an e-mail (joel.closier@cern.ch)
The options files are now available on afs directly with this path : /afs/cern.ch/lhcb/project/web/cards/eventtype.opts
  Current production
Channel   Nb of events Gaudi OPTS  
produced
61 Mbias, Pythia 6 msel 2 32208150 61.opts
211000 J/psi -> μ+ μ-{,gamma} 393500 211000.opts
211100 J/psi -> e+ e-{,gamma} 387000 211100.opts
230000 D0 -> mu+mu- 46500 230000.opts
330202 B → μ+ X, B → μ+ X 10034750 330202.opts
330300 B → μ+ X, (c → μ+ X) 2155000 330300.opts
340000 B  → φ inclusive 1003000 340000.opts
360200 B → μ+ X, Pythia 6 50000 360200.opts
370000 B B → inclusive (at least one b hadron in 400 mrad), Pythia 6 11090400 370000.opts
410900 B0 -> (J/psi(1S) -> mu+ mu- {, gamma}) (pi0 -> gamma gamma) 48500 410900.opts
411300 Bd0 → J/ψ(μ+ μ-) Ks0(π+ π-) 50000 411300.opts
411400 Bd0 → J/ψ(e+ e-) Ks0(π+ π-) 50000 411400.opts
411500 Bd0 → J/ψ(μ+ μ-) K*0(K+ π-) 150000 411500.opts
411501 Bd0 → J/ψ(μ+ μ-) K*0(K- π+) 151000 411501.opts
411600 Bd0 → (J/psi -> e+ e- {,gamma}K*(892)0 -> (K+ π-) 100000 411600.opts
411800 Bd0 → μ+ μ- K*0(K+ π-) 50000 411800.opts
411850 Bd0 → e+ e- K*(892)0 -> (K+ π-) 99500 411850.opts
411900 B0 -> mu+ mu- Xs 54000 411900.opts
412000 Bd0 → φ(K+ K-) Ks0(π+ π-) 311000 412000.opts
412010 B0 → (K+ K-) Ks0(π+ π-) 100000 412010.opts
412100 Bd0 → π+ π- 294000 412100.opts
412300 Bd0 → ρ0(π+ π-) π0 102000 412300.opts
412400 Bd0 → K+ π- 50000 412400.opts
412450 Bd0 → K+ K- 100500 412450.opts
412500 Bd0 → K*0(K+ π-) γ 152000 412500.opts
412700 Bd0 → K*0(K+ π-) π0 50000 412700.opts
412800 Bd0 → π- π+ π0 310000 412800.opts
412900 Bd0 → π0 π0 50000 412900.opts
413000 B0 → π0 (Ks0 → π+ π-) 50000 413000.opts
413100 B0 → ω(782) γ 100000 413100.opts
413200 B0 -> (rho(770)+ -> pi+ (pi0 -> gamma gamma)) (rho(770)- -> pi- (pi0 ->gamma gamma)) 102500 413200.opts
414000 B0 -> (D~0 -> pi+ pi- (KS0 -> pi+ pi-) (K*(892)0 -> K+ pi-) 104500 414000.opts
414100 B0 -> (D~0 -> K+ K- (KS0 -> pi+ pi-) (K*(892)0 -> K+ pi-) 105000 414100.opts
414500 Bd0 → D0(K+ π-) K*0(K+ π-) 50000 414500.opts
414700 Bd0 → D0(K+ K-) K*0(K+ π-) 50000 414700.opts
414800 Bd0 → D0(pi+ pi-) K*0(K+ π-) 99500 414800.opts
415000 Bd0 → D*-(D0(K+ π-) π-) π+ 50000 415000.opts
415100 Bd0 → D*-(D0(incl) π-) π+ 548500 415100.opts
415200 Bd0 → D*-(D0(incl) π-) π-) a1 + (ρ0(π+π-)π+ 49000 415200.opts
416150 Bd0 → D+(K- π+ π+) D-(K+ π- π-) 57250 416150.opts
416200 B0 -> (D- => K+ pi- pi-) pi+ 50000 416200.opts
418000 B0 → (K*(892)0 → K+ π-) ({ρ(770)0, ω(782)} → π+ π-) 150000 418000.opts
421000 B0 → X (charmless) 100000 421000.opts
511100 Bu+ → K+ (J/ψ -> μ+ μ-) 50000 511100.opts
511200 Bu+ → K+ (J/ψ -> e+ e-) 100000 511200.opts
511900 B+ -> mu+ mu- Xs 54000 511900.opts
512100 Bu+ → π+ π0 50000 512100.opts
512200 B+ → π+ π- π+ 50000 512200.opts
513100 Bu+ → Ks0 π+ 54750 513100.opts
516150 Bs0 → Ds+ Ds- (K- K+ π+) 58000 516150.opts
518000 B+ -> K+ gamma gamma pi+ pi- 100500 518000.opts
521000 B+ → X (charmless) 100000 521000.opts
611000 Bs0 → J/ψ(μ+ μ-) η(γ γ) 50000 611000.opts
611010 B_s0 -> (J/psi(1S) -> mu+ mu- {, γ}) (eta -> pi+ pi- (pi0-> γγ)) 102000 611010.opts
611100 B_s0 -> (J/psi(1S) -> mu+ mu- ) (eta_prime -> pi+ pi- (eta -> γ γ)) 100000 611100.opts
611110 B_s0 -> (J/psi(1S) -> mu+ mu- {, gamma}) (eta_prime -> gamma (rho(770)0 -> pi+ pi-)) 100000 611110.opts
611200 B_s0 -> (J/psi(1S) -> e+ e- (, γ)) (eta -> γ γ) 50000 611200.opts
611300 Bs0 → J/ψ(μ+ μ-) φ(K+ K-) 747000 611300.opts
611400 Bs0 → J/ψ(e+ e-) φ(K+ K-) 250000 611400.opts
612000 B_s0 -> (K*(892)~0 -> K- pi+) (K*(892)0 -> K+ pi-) 52000 612000.opts
612100 Bs+ → π+ π- 49500 612100.opts
612200 Bs0 → μ+ μ- 50000 612200.opts
612400 Bs0 → K- π+ 51500 612400.opts
612500 Bs0 → K+ K- 299000 612500.opts
612501 B_s0 → K- K+ 292500 612501.opts
612700 B_s0 -> (K*(892)~0 -> K- pi+) (KS0 -> pi+ pi-) 101000 612700.opts
613000 Bs0 → (D*s+ → γ (Ds+ => K+ K- π+))(D*s- → γ (Ds- => K+ K- π-)) 50000 613000.opts
613200 Bs_0 -> (D*_s- -> {gamma (D_s- => K+ K- pi-), (pi0 -> gamma gamma) (D_s- => K+ K- pi-)}) K+ 103000 613200.opts
613250 Bs_0 -> (D_s- => K+ K- pi-) (K*(892)+ -> (pi0 -> gamma gamma) K+) 50500 613250.opts
613350 Bs0 → Ds-(K+ K- π-) π+ 220000 613350.opts
613450 Bs0 → Ds-(K+ K- π-) K+ 1216500 613450.opts
613500 Bs_0 -> (D_s- => K+ K- pi-) (K*(892)+ -> (KS0 -> pi+ pi-) pi+) 49500 613500.opts
613600 Bs0 -> Ds-(φ(-> K+ K-) π-) π+ 49500 613600.opts
613700 B_s0 -> (KS0 -> pi+ pi-) (KS0 -> pi+ pi-) 100000 613700.opts
614000 Bs0 →  (tau+ -> {pi+ pi- pi+ nu, pi+ pi- pi+ nu (pi0 -> gamma gamma)}) 100000 614000.opts
615000 Bs0 -> (phi(1020) -> K+ K-) gamma 50000 615000.opts
615100 Bs0 → (φ(1020) → K+ K-) (π0 → γγ) 50000 615100.opts
615200 Bs0 → (η_c(1S) => {π+ π- π+ π-, K+ K- π+ π-, K+ K- K+ K-})(φ(1020) → K+ K-) 50000 615200.opts
615300 Bs0 → (φ(1020) → K+ K-) (φ(1020) → K+ K-) 50000 615300.opts
811301 λb → p+ π- 50000 811301.opts
811401 λb → p+ π- D0 50000 811401.opts
901150 Bc+ → (Ds+ =>K+ K- π+) (D0 → K+ π-) 48750 901150.opts
903000 Bc+ → J/ψ(μ+ μ-) π+ 52500 903000.opts
903100 Bc+ → J/ψ(e+ e-) π+ 99000 903100.opts
904000 Bc+ → J/ψ(μ+ μ-) r+ (π+ π0) 50000 904000.opts
904100 Bc+ → J/ψ(e+ e-) r+ (π+ π0) 50000 904100.opts
905000 B_c+ -> (rho(770)0 -> pi+ pi-) pi+ 47500 905000.opts