Rivet analyses
Dalitz plot analysis of D0 → KS0K±π∓
Experiment: CLEO (CESR)
Inspire ID: 1094160
Status: VALIDATED NOHEPDATA
Authors: - Peter Richardson
References: - Phys.Rev.D 85 (2012) 092016
Beams: * *
Beam energies: ANY
Run details: - Any process producing D0
Measurement of Kinematic distributions in the decays D0 → KS0K±π∓. The data were read from the plots in the paper. Resolution/acceptance effects have been not unfolded. Given the agreement with the model in the paper this analysis should only be used for qualitative studies.
Source
code:CLEO_2012_I1094160.cc
// -*- C++ -*-
#include "Rivet/Analysis.hh"
#include "Rivet/Projections/DecayedParticles.hh"
#include "Rivet/Projections/UnstableParticles.hh"
namespace Rivet {
/// @brief D0 -> KS0 K+/- pi-/+
class CLEO_2012_I1094160 : public Analysis {
public:
/// Constructor
RIVET_DEFAULT_ANALYSIS_CTOR(CLEO_2012_I1094160);
/// @name Analysis methods
/// @{
/// Book histograms and initialise projections before the run
void init() {
// Initialise and register projections
UnstableParticles ufs = UnstableParticles(Cuts::abspid == 421);
declare(ufs, "UFS");
DecayedParticles D0(ufs);
D0.addStable(PID::PI0);
D0.addStable(PID::K0S);
D0.addStable(PID::ETA);
D0.addStable(PID::ETAPRIME);
declare(D0, "D0");
// histograms
for (unsigned int ix = 0; ix < 2; ++ix) {
book(_h_K0Km[ix], 1, 1, 1 + 3 * ix);
book(_h_K0pip[ix], 1, 1, 2 + 3 * ix);
book(_h_Kmpip[ix], 1, 1, 3 + 3 * ix);
book(_h_K0Kp[ix], 2, 1, 1 + 3 * ix);
book(_h_K0pim[ix], 2, 1, 2 + 3 * ix);
book(_h_Kppim[ix], 2, 1, 3 + 3 * ix);
book(_dalitz[ix], "dalitz_" + toString(ix + 1), 50, 0.3, 2.0, 50, 0.3, 2.);
}
}
/// Perform the per-event analysis
void analyze(const Event& event) {
static const map<PdgId, unsigned int>& mode = {{321, 1}, {-211, 1}, {310, 1}};
static const map<PdgId, unsigned int>& modeCC = {{-321, 1}, {211, 1}, {310, 1}};
DecayedParticles D0 = apply<DecayedParticles>(event, "D0");
// loop over particles
for (unsigned int ix = 0; ix < D0.decaying().size(); ++ix) {
if (!D0.modeMatches(ix, 3, mode) && !D0.modeMatches(ix, 3, modeCC)) continue;
const Particles& K0 = D0.decayProducts()[ix].at(310);
int sign = D0.decaying()[ix].pid() / 421;
const Particles& pip = D0.decayProducts()[ix].find(sign * 211) == D0.decayProducts()[ix].end()
? Particles()
: D0.decayProducts()[ix].at(sign * 211);
const Particles& pim = D0.decayProducts()[ix].find(-sign * 211) == D0.decayProducts()[ix].end()
? Particles()
: D0.decayProducts()[ix].at(-sign * 211);
const Particles& Kp = D0.decayProducts()[ix].find(sign * 321) == D0.decayProducts()[ix].end()
? Particles()
: D0.decayProducts()[ix].at(sign * 321);
const Particles& Km = D0.decayProducts()[ix].find(-sign * 321) == D0.decayProducts()[ix].end()
? Particles()
: D0.decayProducts()[ix].at(-sign * 321);
// K0S K- pi+
if (Km.size() == 1 && pip.size() == 1) {
double mK0pip = (K0[0].momentum() + pip[0].momentum()).mass2();
double mKmpip = (Km[0].momentum() + pip[0].momentum()).mass2();
double mKK = (K0[0].momentum() + Km[0].momentum()).mass2();
for (unsigned int ix = 0; ix < 2; ++ix) {
_h_K0Km[ix]->fill(mKK);
_h_K0pip[ix]->fill(mK0pip);
_h_Kmpip[ix]->fill(mKmpip);
}
_dalitz[0]->fill(mKmpip, mK0pip);
}
// K0S K+ pi-
else if (Kp.size() == 1 && pim.size() == 1) {
double mK0pim = (K0[0].momentum() + pim[0].momentum()).mass2();
double mKppim = (Kp[0].momentum() + pim[0].momentum()).mass2();
double mKK = (K0[0].momentum() + Kp[0].momentum()).mass2();
for (unsigned int ix = 0; ix < 2; ++ix) {
_h_K0Kp[ix]->fill(mKK);
_h_K0pim[ix]->fill(mK0pim);
_h_Kppim[ix]->fill(mKppim);
}
_dalitz[1]->fill(mKppim, mK0pim);
}
}
}
/// Normalise histograms etc., after the run
void finalize() {
for (unsigned int ix = 0; ix < 2; ++ix) {
normalize(_h_K0Km[ix]);
normalize(_h_K0pip[ix]);
normalize(_h_Kmpip[ix]);
normalize(_h_K0Kp[ix]);
normalize(_h_K0pim[ix]);
normalize(_h_Kppim[ix]);
normalize(_dalitz[ix]);
}
}
/// @}
/// @name Histograms
/// @{
Histo1DPtr _h_Kmpip[2], _h_K0pip[2], _h_K0Km[2];
Histo1DPtr _h_Kppim[2], _h_K0pim[2], _h_K0Kp[2];
Histo2DPtr _dalitz[2];
/// @}
};
RIVET_DECLARE_PLUGIN(CLEO_2012_I1094160);
}