## main486

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    // main486.cc is a part of the PYTHIA event generator.
    // Copyright (C) 2025 Torbjorn Sjostrand.
    // PYTHIA is licenced under the GNU GPL v2 or later, see COPYING for details.
    // Please respect the MCnet Guidelines, see GUIDELINES for details.

    // Keywords:
    //            Total cross section
    //            Partial cross sections

    // Authors:
    //            Torbjörn Sjostrand

    // Study total and inelastic cross section for various beam combinations,
    // using the public methods in the Pythia class. These methods are intended
    // for fast switching, and only provide the SaS/DL ansats at high energies.

    #include "Pythia8/Pythia.h"
    using namespace Pythia8;

    //==========================================================================

    int main() {

      // Histogram binning. Beam combinations.
      double eCMmin = 2.;
      double eCMmax = 100000.;
      int nECM = 80;
      int idA[5] = { 2212,  2212,  211,  321,  211};
      int idB[5] = { 2212, -2212, 2212, 2212, -211};

      // Histograms.
      Hist sigTot[5], sigInel[5];
      for (int i = 0; i < 5; ++i) {
        sigTot[i].book("Total cross section",       nECM, eCMmin, eCMmax, true);
        sigInel[i].book("Inelastic cross section",  nECM, eCMmin, eCMmax, true);
      }
      double eCM, sigT, sigI;

      // Generator. Need minimal setup to get going with cross sections only.
      Pythia pythia;
      pythia.readString("SoftQCD:elastic = on");
      pythia.readString("PartonLevel:all = off");
      pythia.readString("HadronLevel:all = off");

      // If Pythia fails to initialize, exit with error.
      if (!pythia.init()) return 1;

      // Loop over beam combinations.
      for (int iSig = 0; iSig < 5; ++iSig) {

        // Loop through logarithmic grid of collision energies.
        for (int iECM = 0; iECM < nECM; ++iECM) {
          eCM = eCMmin * pow( eCMmax / eCMmin, (iECM + 0.5) / double(nECM) );

          // Calculate cross sections. Inelastic = total - elastic.
          sigT = pythia.getSigmaTotal( idA[iSig], idB[iSig], eCM);
          sigI = sigT - pythia.getSigmaPartial( idA[iSig], idB[iSig], eCM, 2);

          // Fill histograms.
          sigTot[iSig].fill(  eCM, sigT);
          sigInel[iSig].fill( eCM, sigI);

        // End loops over energies and beams.
        }
      }

      // Plot histograms.
      HistPlot hpl("plot486");
      hpl.frame("fig486", "Total cross sections",
        "$E_{\\mathrm{CM}}$ (GeV)", "$\\sigma$ (mb)", 8.0, 5.4);
      hpl.add( sigTot[0], "-,black", "pp");
      hpl.add( sigTot[1], "--,black", "p$\\overline{\\mathrm{p}}$");
      hpl.add( sigTot[2], "-,blue", "$\\pi^+$p");
      hpl.add( sigTot[3], "-,green", "K$^+$p");
      hpl.add( sigTot[4], "-,red", "$\\pi^+\\pi^-$");
      hpl.plot();
      hpl.frame("", "Inelastic cross sections",
        "$E_{\\mathrm{CM}}$ (GeV)", "$\\sigma$ (mb)", 8.0, 5.4);
      hpl.add( sigInel[0], "-,black", "pp");
      hpl.add( sigInel[1], "--,black", "p$\\overline{\\mathrm{p}}$");
      hpl.add( sigInel[2], "-,blue", "$\\pi^+$p");
      hpl.add( sigInel[3], "-,green", "K$^+$p");
      hpl.add( sigInel[4], "-,red", "$\\pi^+\\pi^-$");
      hpl.plot();

      // Done.
      return 0;
    }