{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "ea2b081f",
   "metadata": {},
   "source": [
    "# df102_NanoAODDimuonAnalysis\n",
    "Show how NanoAOD files can be processed with RDataFrame.\n",
    "\n",
    "This tutorial illustrates how NanoAOD files can be processed with ROOT\n",
    "dataframes. The NanoAOD-like input files are filled with 66 mio. events\n",
    "from CMS OpenData containing muon candidates part of 2012 dataset\n",
    "([DOI: 10.7483/OPENDATA.CMS.YLIC.86ZZ](http://opendata.cern.ch/record/6004)\n",
    "and [DOI: 10.7483/OPENDATA.CMS.M5AD.Y3V3](http://opendata.cern.ch/record/6030)).\n",
    "The macro matches muon pairs and produces an histogram of the dimuon mass\n",
    "spectrum showing resonances up to the Z mass.\n",
    "Note that the bump at 30 GeV is not a resonance but a trigger effect.\n",
    "\n",
    "More details about the dataset can be found on [the CERN Open Data portal](http://opendata.web.cern.ch/record/12341).\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "**Author:** Stefan Wunsch (KIT, CERN)  \n",
    "<i><small>This notebook tutorial was automatically generated with <a href= \"https://github.com/root-project/root/blob/master/documentation/doxygen/converttonotebook.py\">ROOTBOOK-izer</a> from the macro found in the ROOT repository  on Tuesday, May 19, 2026 at 08:10 PM.</small></i>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "8d460b3a",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:10:29.858486Z",
     "iopub.status.busy": "2026-05-19T20:10:29.858289Z",
     "iopub.status.idle": "2026-05-19T20:10:30.925250Z",
     "shell.execute_reply": "2026-05-19T20:10:30.924638Z"
    }
   },
   "outputs": [],
   "source": [
    "import ROOT"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3e4560d8",
   "metadata": {},
   "source": [
    "Enable multi-threading"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "7d01e130",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:10:30.926991Z",
     "iopub.status.busy": "2026-05-19T20:10:30.926853Z",
     "iopub.status.idle": "2026-05-19T20:10:31.053775Z",
     "shell.execute_reply": "2026-05-19T20:10:31.053381Z"
    }
   },
   "outputs": [],
   "source": [
    "ROOT.ROOT.EnableImplicitMT()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7b575988",
   "metadata": {},
   "source": [
    "Create dataframe from NanoAOD files"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "a8be9c2e",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:10:31.070289Z",
     "iopub.status.busy": "2026-05-19T20:10:31.070144Z",
     "iopub.status.idle": "2026-05-19T20:10:31.872951Z",
     "shell.execute_reply": "2026-05-19T20:10:31.872500Z"
    }
   },
   "outputs": [],
   "source": [
    "df = ROOT.RDataFrame(\"Events\", \"root://eospublic.cern.ch//eos/opendata/cms/derived-data/AOD2NanoAODOutreachTool/Run2012BC_DoubleMuParked_Muons.root\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "811eb61c",
   "metadata": {},
   "source": [
    "For simplicity, select only events with exactly two muons and require opposite charge"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "21de1200",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:10:31.901282Z",
     "iopub.status.busy": "2026-05-19T20:10:31.901114Z",
     "iopub.status.idle": "2026-05-19T20:10:32.103910Z",
     "shell.execute_reply": "2026-05-19T20:10:32.103406Z"
    }
   },
   "outputs": [],
   "source": [
    "df_2mu = df.Filter(\"nMuon == 2\", \"Events with exactly two muons\")\n",
    "df_os = df_2mu.Filter(\"Muon_charge[0] != Muon_charge[1]\", \"Muons with opposite charge\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f6dafaff",
   "metadata": {},
   "source": [
    "Compute invariant mass of the dimuon system"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "c30334a2",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:10:32.112209Z",
     "iopub.status.busy": "2026-05-19T20:10:32.112072Z",
     "iopub.status.idle": "2026-05-19T20:10:32.254064Z",
     "shell.execute_reply": "2026-05-19T20:10:32.253406Z"
    }
   },
   "outputs": [],
   "source": [
    "df_mass = df_os.Define(\"Dimuon_mass\", \"InvariantMass(Muon_pt, Muon_eta, Muon_phi, Muon_mass)\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9c2b7ba0",
   "metadata": {},
   "source": [
    "Make histogram of dimuon mass spectrum. Note how we can set titles and axis labels in one go."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "d9e1559a",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:10:32.266498Z",
     "iopub.status.busy": "2026-05-19T20:10:32.266328Z",
     "iopub.status.idle": "2026-05-19T20:10:32.479036Z",
     "shell.execute_reply": "2026-05-19T20:10:32.477385Z"
    }
   },
   "outputs": [],
   "source": [
    "h = df_mass.Histo1D((\"Dimuon_mass\", \"Dimuon mass;m_{#mu#mu} (GeV);N_{Events}\", 30000, 0.25, 300), \"Dimuon_mass\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3e8fd03d",
   "metadata": {},
   "source": [
    "Request cut-flow report"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "6b3ba4f0",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:10:32.492288Z",
     "iopub.status.busy": "2026-05-19T20:10:32.492145Z",
     "iopub.status.idle": "2026-05-19T20:10:33.337349Z",
     "shell.execute_reply": "2026-05-19T20:10:33.336647Z"
    }
   },
   "outputs": [],
   "source": [
    "report = df_mass.Report()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7c390092",
   "metadata": {},
   "source": [
    "Produce plot"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "aa8abba2",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:10:33.341350Z",
     "iopub.status.busy": "2026-05-19T20:10:33.341201Z",
     "iopub.status.idle": "2026-05-19T20:10:48.061634Z",
     "shell.execute_reply": "2026-05-19T20:10:48.060999Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Info in <TCanvas::Print>: pdf file dimuon_spectrum.pdf has been created\n"
     ]
    },
    {
     "data": {
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').then(json => {\n",
       "   const obj = Core.parse(json);\n",
       "   Core.draw('root_plot_1779221448015', obj, '');\n",
       "});\n",
       "\n",
       "      }\n",
       "      const servers = ['/static/', 'https://root.cern/js/7.11.0/', 'https://jsroot.gsi.de/7.11.0/'],\n",
       "            path = 'build/jsroot';\n",
       "      if (typeof JSROOT !== 'undefined')\n",
       "         execCode(JSROOT);\n",
       "      else if (typeof requirejs !== 'undefined') {\n",
       "         servers.forEach((s,i) => { servers[i] = s + path; });\n",
       "         requirejs.config({ paths: { 'jsroot' : servers } })(['jsroot'],  execCode);\n",
       "      } else {\n",
       "         const config = document.getElementById('jupyter-config-data');\n",
       "         if (config)\n",
       "            servers[0] = (JSON.parse(config.innerHTML || '{}')?.baseUrl || '/') + 'static/';\n",
       "         else\n",
       "            servers.shift();\n",
       "         function loadJsroot() {\n",
       "            return !servers.length ? 0 : import(servers.shift() + path + '.js').catch(loadJsroot).then(() => execCode(JSROOT));\n",
       "         }\n",
       "         loadJsroot();\n",
       "      }\n",
       "   }\n",
       "   process_root_plot_1779221448015();\n",
       "</script>\n"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ROOT.gStyle.SetOptStat(0); ROOT.gStyle.SetTextFont(42)\n",
    "c = ROOT.TCanvas(\"c\", \"\", 800, 700)\n",
    "c.SetLogx(); c.SetLogy()\n",
    "\n",
    "h.SetTitle(\"\")\n",
    "h.GetXaxis().SetTitleSize(0.04)\n",
    "h.GetYaxis().SetTitleSize(0.04)\n",
    "h.Draw()\n",
    "\n",
    "label = ROOT.TLatex(); label.SetNDC(True)\n",
    "label.DrawLatex(0.175, 0.740, \"#eta\")\n",
    "label.DrawLatex(0.205, 0.775, \"#rho,#omega\")\n",
    "label.DrawLatex(0.270, 0.740, \"#phi\")\n",
    "label.DrawLatex(0.400, 0.800, \"J/#psi\")\n",
    "label.DrawLatex(0.415, 0.670, \"#psi'\")\n",
    "label.DrawLatex(0.485, 0.700, \"Y(1,2,3S)\")\n",
    "label.DrawLatex(0.755, 0.680, \"Z\")\n",
    "label.SetTextSize(0.040); label.DrawLatex(0.100, 0.920, \"#bf{CMS Open Data}\")\n",
    "label.SetTextSize(0.030); label.DrawLatex(0.630, 0.920, \"#sqrt{s} = 8 TeV, L_{int} = 11.6 fb^{-1}\")\n",
    "\n",
    "c.SaveAs(\"dimuon_spectrum.pdf\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2a4415a3",
   "metadata": {},
   "source": [
    "Print cut-flow report"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "862635f5",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:10:48.071270Z",
     "iopub.status.busy": "2026-05-19T20:10:48.071115Z",
     "iopub.status.idle": "2026-05-19T20:10:48.244059Z",
     "shell.execute_reply": "2026-05-19T20:10:48.243669Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Events with exactly two muons: pass=31104343   all=61540413   -- eff=50.54 % cumulative eff=50.54 %\n",
      "Muons with opposite charge: pass=24067843   all=31104343   -- eff=77.38 % cumulative eff=39.11 %\n"
     ]
    }
   ],
   "source": [
    "report.Print()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "81120b28",
   "metadata": {},
   "source": [
    "Draw all canvases "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "15cb7444",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:10:48.266073Z",
     "iopub.status.busy": "2026-05-19T20:10:48.265879Z",
     "iopub.status.idle": "2026-05-19T20:10:48.394825Z",
     "shell.execute_reply": "2026-05-19T20:10:48.394312Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "\n",
       "<div id=\"root_plot_1779221448382\" style=\"width: 800px; height: 700px; position: relative\">\n",
       "</div>\n",
       "\n",
       "</div>\n",
       "<script>\n",
       "   function process_root_plot_1779221448382() {\n",
       "      function execCode(Core) {\n",
       "         Core.settings.HandleKeys = false;\n",
       "         \n",
       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').then(json => {\n",
       "   const obj = Core.parse(json);\n",
       "   Core.draw('root_plot_1779221448382', obj, '');\n",
       "});\n",
       "\n",
       "      }\n",
       "      const servers = ['/static/', 'https://root.cern/js/7.11.0/', 'https://jsroot.gsi.de/7.11.0/'],\n",
       "            path = 'build/jsroot';\n",
       "      if (typeof JSROOT !== 'undefined')\n",
       "         execCode(JSROOT);\n",
       "      else if (typeof requirejs !== 'undefined') {\n",
       "         servers.forEach((s,i) => { servers[i] = s + path; });\n",
       "         requirejs.config({ paths: { 'jsroot' : servers } })(['jsroot'],  execCode);\n",
       "      } else {\n",
       "         const config = document.getElementById('jupyter-config-data');\n",
       "         if (config)\n",
       "            servers[0] = (JSON.parse(config.innerHTML || '{}')?.baseUrl || '/') + 'static/';\n",
       "         else\n",
       "            servers.shift();\n",
       "         function loadJsroot() {\n",
       "            return !servers.length ? 0 : import(servers.shift() + path + '.js').catch(loadJsroot).then(() => execCode(JSROOT));\n",
       "         }\n",
       "         loadJsroot();\n",
       "      }\n",
       "   }\n",
       "   process_root_plot_1779221448382();\n",
       "</script>\n"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "%jsroot on\n",
    "from ROOT import gROOT \n",
    "gROOT.GetListOfCanvases().Draw()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.12.12"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
