Revision: | 1.1 |
Committed: | Tue Nov 11 23:01:22 2008 UTC (16 years, 5 months ago) by kukartse |
Content type: | text/plain |
Branch: | MAIN |
CVS Tags: | V00-03-01, ZMorph_BASE_20100408, gak040610_morphing, V00-02-02, gak011410, gak010310, ejterm2010_25nov2009, V00-02-01, V00-02-00, gak112409, CMSSW_22X_branch_base, segala101609, V00-01-15, V00-01-14, V00-01-13, V00-01-12, V00-01-11, V00-01-10, gak031009, gak030509, gak022309, gak021209, gak040209, gak012809, V00-01-09, V00-01-08, V00-01-07, V00-01-06, V00-01-05, V00-01-04, V00-00-07, V00-00-06, V00-00-05, V00-00-04, V00-01-03, V00-00-02, V00-00-01, HEAD |
Branch point for: | ZMorph-V00-03-01, CMSSW_22X_branch |
Error occurred while calculating annotation data. | |
Log Message: | initial creation of a package for LJMET multivariate analysis |
# | Content |
---|---|
1 | #include "LJMet/MultivariateAnalysis/interface/TMBLorentzVector.h" |
2 | #include "TLorentzRotation.h" |
3 | |
4 | Double_t TMBLorentzVector::operator () (int i) const { |
5 | // return i'th component of 4 vector |
6 | switch (i) |
7 | { |
8 | case kX: |
9 | case kY: |
10 | case kZ: |
11 | return Vect ()(i); |
12 | case kE:return E (); |
13 | default:Error ("operator()()", "bad index (%d) returning 0", i); |
14 | } |
15 | return 0.; |
16 | } |
17 | |
18 | void TMBLorentzVector::Boost(const TVector3 & b) { |
19 | // apply Lorentz boost by vector b |
20 | Double_t b2 = b.Mag2 (); |
21 | Double_t gamma = 1.0 / TMath::Sqrt (1.0 - b2); |
22 | Double_t bp = b.Dot (Vect ()); |
23 | Double_t gamma2 = b2 > 0 ? (gamma - 1.0) / b2 : 0.0; |
24 | Vect () += (gamma2 * bp + gamma * E ()) * b; |
25 | // SetE (gamma * (E () + bp)); |
26 | } |
27 | |
28 | TMBLorentzVector & TMBLorentzVector::operator *= (const TLorentzRotation & m) { |
29 | // apply lorentz rotation, see TLorentzRotation::VectorMultiplication() |
30 | return *this = m.VectorMultiplication((TLorentzVector)*this); |
31 | } |
32 | |
33 | TMBLorentzVector & TMBLorentzVector::Transform (const TLorentzRotation & m){ |
34 | // apply lorentz transformation, see TLorentzRotation::VectorMultiplication() |
35 | return *this = m.VectorMultiplication((TLorentzVector)*this); |
36 | } |
37 | |
38 | /// Equivalence operator. True if all components are |
39 | /// equivalent within machine precision. |
40 | Bool_t TMBLorentzVector::is_equal (const TMBLorentzVector &lv) const |
41 | { |
42 | return TMBVector3::is_equal (lv.E(), E()) && Vect().is_equal (lv.Vect()); |
43 | } |
44 | |
45 | //ClassImp(TMBLorentzVector) |