########################################################################### # This is a DECAY.DEC file for B0(B0bar) -> omega KS : # # Upsilon(4S) -> B0 B0bar +CC # # | | # # | -> omega KS # # | | | # # | | -> pi+ pi- # # -> X | # # -> pi+ pi- pi0 # # # # Modify so that TD gives S=0.51 and C=-0.55 (values from Run1-4) # # # # Jim Smith, Keith Ulmer, Enrico Robutti 12-FEB-2006 # # # ########################################################################### # # Create our own versions of B0, B0bar which will decay to omega KS # Alias myB0 B0 Alias myanti-B0 anti-B0 # # Define CP parameters # # # Decay Upsilon(4S) 1.000 B0 anti-B0 myB0 myanti-B0 VSS_BMIX dm; Enddecay # # Create our own omega to force it to decay to three pions # Alias myOmega omega # Decay myOmega 1.000 pi- pi+ pi0 OMEGA_DALITZ; Enddecay # # Create our own Kshort to force it to decay to pi+ pi- # Alias myK_S0 K_S0 # Decay myK_S0 1.0000 pi+ pi- PHSP; Enddecay # # Force myB0 and myB0bar to always decay to myOmega myK_S0 # # The last four args of SSD_CP are |A_f|, arg(f), |Abar_f|, arg(Abar_f) (see # BAD 522). |Abar_f/A_f|=|lambda|=sqrt((1-C)/(1+C)) and then normalize so # A_f^2+Abar_f^2=1. The sign of Abar_f is negative for omegaKs which has # negative CP. Then set arg(A_f)=0 and # arg(Abar_f)=asin(S*(1+lambda^2)/(2*lambda))+2*beta # where beta=0.39. # lambda=1.856 for C=-0.55. Decay myB0 1.0000 myOmega myK_S0 SSD_CP dm 0.0 1.0 minusTwoBeta 1.0 0.0 -1.0 0.0; #1.0000 myOmega myK_S0 SSD_CP dm 0.0 1.0 minusTwoBeta 0.4743 0.0000 -0.8803 -0.1231; #1.0000 myOmega myK_S0 SSD_CP dm 0.0 1.0 -0.78 0.4743 0.0000 0.8803 -0.1231; #1.0000 myOmega myK_S0 SSD_CP dm 0.0 1.0 0.78 0.4743 0.0000 0.8803 1.4369; Enddecay # Decay myanti-B0 1.0000 myOmega myK_S0 SSD_CP dm 0.0 1.0 minusTwoBeta 1.0 0.0 -1.0 0.0; #1.0000 myOmega myK_S0 SSD_CP dm 0.0 1.0 minusTwoBeta 0.4743 0.0000 -0.8803 -0.1231; #1.0000 myOmega myK_S0 SSD_CP dm 0.0 1.0 -0.78 0.4743 0.0000 0.8803 -0.1231; #1.0000 myOmega myK_S0 SSD_CP dm 0.0 1.0 0.78 0.4743 0.0000 0.8803 1.4369; Enddecay # End