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Laura++  3.6.0
A maximum likelihood fitting package for performing Dalitz-plot analysis.
LauConstants Namespace Reference

Namespace to contain various constants. More...

Variables

const Double_t mD = 1.86965
 Mass of charged D (GeV/c^2)
 
const Double_t mD0 = 1.86483
 Mass of neutral D (GeV/c^2)
 
const Double_t mDs = 1.96834
 Mass of Ds (GeV/c^2)
 
const Double_t mB = 5.27934
 Mass of charged B (GeV/c^2)
 
const Double_t mB0 = 5.27965
 Mass of neutral B_d (GeV/c^2)
 
const Double_t mBs0 = 5.36688
 Mass of neutral B_s (GeV/c^2)
 
const Double_t mPi = 0.13957039
 Mass of pi+- (GeV/c^2)
 
const Double_t mPi0 = 0.1349768
 Mass of pi0 (GeV/c^2)
 
const Double_t mK = 0.493677
 Mass of K+- (GeV/c^2)
 
const Double_t mK0 = 0.497611
 Mass of K0 (GeV/c^2)
 
const Double_t mEta = 0.547862
 Mass of eta (GeV/c^2)
 
const Double_t mEtaPrime = 0.95778
 Mass of eta' (GeV/c^2)
 
const Double_t mDSq = mD * mD
 Square of charged D mass.
 
const Double_t mD0Sq = mD0 * mD0
 Square of neutral D mass.
 
const Double_t mDsSq = mDs * mDs
 Square of Ds mass.
 
const Double_t mBSq = mB * mB
 Square of charged B mass.
 
const Double_t mB0Sq = mB0 * mB0
 Square of neutral B_d mass.
 
const Double_t mBs0Sq = mBs0 * mBs0
 Square of neutral B_s mass.
 
const Double_t mPiSq = mPi * mPi
 Square of pi+- mass.
 
const Double_t mPi0Sq = mPi0 * mPi0
 Square of pi0 mass.
 
const Double_t mKSq = mK * mK
 Square of K+- mass.
 
const Double_t mK0Sq = mK0 * mK0
 Square of K0 mass.
 
const Double_t mEtaSq = mEta * mEta
 Square of eta mass.
 
const Double_t mEtaPrimeSq = mEtaPrime * mEtaPrime
 Square of eta' mass.
 
const Double_t tauB = 1.638
 Lifetime of the B+ in ps.
 
const Double_t tauB0 = 1.519
 Lifetime of the B0 in ps.
 
const Double_t deltaMd = 0.5065
 Mass difference of the B_H and B_L - source PDG via HFLAV 2019.
 
const Double_t beta = 22.2 * TMath::DegToRad()
 Angle beta of the unitarity triangle - source PDG via HFLAV 2019.
 
const Double_t sin2beta = TMath::Sin( 2.0 * beta )
 Sine of twice the angle beta of the unitarity triangle.
 
const Double_t pi = TMath::Pi()
 Pi.
 
const Double_t rootPi = TMath::Sqrt( TMath::Pi() )
 Square root of Pi.
 
const Double_t twoPi = 2.0 * TMath::Pi()
 Two times Pi.
 
const Double_t threePi = 3.0 * TMath::Pi()
 Three times Pi.
 
const Double_t sixPi = 6.0 * TMath::Pi()
 Six times Pi.
 
const Double_t pim4 = 1.0 / TMath::Power( TMath::Pi(), 0.25 )
 One over Pi to the one-fourth.
 
const Double_t piBy2 = 0.5 * TMath::Pi()
 Pi divided by two.
 
const Double_t rootPiBy2 = TMath::Sqrt( 0.5 * TMath::Pi() )
 Square root of Pi divided by two.
 
const Double_t invPi = 1.0 / TMath::Pi()
 One over Pi.
 
const Double_t root2 = TMath::Sqrt( 2.0 )
 Square root of two.
 
const Double_t log4 = TMath::Log( 4.0 )
 Logarithm of four.
 

Detailed Description

Namespace to contain various constants.