Analisis__Higgs_dileptonico_realDataconfiltro.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<CENTER>\n",
    "    <a href=\"http://opendata.atlas.cern\" class=\"icons\"><img src=\"../Assets/ATLASOD.gif\" style=\"width:50%\"></a>\n",
    "</CENTER>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<CENTER><h1>Análisis del decamiento del bosón “Higgs” a través del canal dileptónico</h1></CENTER>\n",
    "<CENTER><h1>(Data real)</h1></CENTER>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "El siguiente análisis buscará eventos en los que el bosón de Higgs decae a través del canal dileptónico y los comparará con los eventos de fondo WW"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "collapsed": false,
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "application/javascript": [
       "require(['codemirror/mode/clike/clike'], function(Clike) { console.log('ROOTaaS - C++ CodeMirror module loaded'); });"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
       "IPython.CodeCell.config_defaults.highlight_modes['magic_text/x-c++src'] = {'reg':[/^%%cpp/]};"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Welcome to ROOTaaS 6.06/08\n"
     ]
    }
   ],
   "source": [
    "import ROOT"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "from math import fabs\n",
    "from math import pi"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "collapsed": false
   },
   "outputs": [],
   "source": [
    "## leemos las archivos de entrada via internet (URL del archivo)\n",
    "# rd = ROOT.TFile.Open(\"http://opendata.atlas.cern/release/samples/Data/DataMuons.root\")\n",
    "\n",
    "## o en las carpetas locales\n",
    "rd = ROOT.TFile.Open(\"/home/student/DataMuons.root\") #Datos \"Signal\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "collapsed": false
   },
   "outputs": [],
   "source": [
    "c = ROOT.TCanvas(\"testCanvas\",\"a first way to plot a variable\",800,600)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "collapsed": false
   },
   "outputs": [],
   "source": [
    "t_rd = rd.Get(\"mini\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "h_rd = ROOT.TH1F(\"variable_sig\",\"Numero de Leptones\",4,0,4)\n",
    "h2_rd = ROOT.TH1F(\"variable2_sig\",\"Numero de Jets\",10,0,10)\n",
    "h3_rd = ROOT.TH1F(\"variable3_sig\",\"Valor de la Missing Et\",20,0,200)\n",
    "h4_rd = ROOT.TH1F(\"variable4_sig\",\"Valor del Pt de los dos primeros leptones\",20,0,200)\n",
    "h5_rd = ROOT.TH1F(\"variable5_sig\",\"Valor del DeltaPhi(lepton-lepton)\",18,0,180)\n",
    "h6_rd = ROOT.TH1F(\"variable6_sig\",\"Valor del DeltaPhi(Missing Et-2 Leptones)\",18,0,180) \n",
    "h7_rd = ROOT.TH1F(\"variable7_sig\",\"Valor de la M invariante\",20,0,200)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Aplicamos el corte: \"Número de leptones mayor a 1\" y el corte:\"Valor del DeltaPhi(Missing Et-2 Leptones) menor a 100°\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "collapsed": false,
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Done!\n",
      "Número de eventos totales = 7028084\n",
      "Número de eventos luego del filtro = 766\n"
     ]
    }
   ],
   "source": [
    "cut_events = 0\n",
    "total_events = 0\n",
    "            \n",
    "for event in t_rd:\n",
    "    total_events += 1\n",
    "    \n",
    "    #Exactly two good leptons with pT> 25 GeV\n",
    "    if t_rd.lep_n > 1:\n",
    "        if (t_rd.lep_pt[0]/1000. > 25 and t_rd.lep_pt[1]/1000. > 25):\n",
    "        \n",
    "            #Leptons have opposite charge\n",
    "            if t_rd.lep_charge[0] != t_rd.lep_charge[1]:\n",
    "                \n",
    "                #No jets with pT> 25 GeV;\n",
    "                if (t_rd.jet_pt < 25 or t_rd.jet_n == 0):\n",
    "                    \n",
    "                    #pT lepton pair > 30 GeV\n",
    "                    leadLepton_rd  = ROOT.TLorentzVector()\n",
    "                    trailLepton_rd = ROOT.TLorentzVector()\n",
    "                    # Definimos un vector TLorentz para cada lepton\n",
    "                    leadLepton_rd.SetPtEtaPhiE(t_rd.lep_pt[0]/1000., t_rd.lep_eta[0], t_rd.lep_phi[0], t_rd.lep_E[0]/1000.)\n",
    "                    trailLepton_rd.SetPtEtaPhiE(t_rd.lep_pt[1]/1000., t_rd.lep_eta[1], t_rd.lep_phi[1], t_rd.lep_E[1]/1000.)\n",
    "                    # Siguiente línea: suma de los dos vectores TLorentz descritos  (dividimos por 1000 para obtener valores en GeV)\n",
    "                    l12_rd = leadLepton_rd + trailLepton_rd\n",
    "                    if l12_rd.Pt() > 30:\n",
    "                        \n",
    "                        #Angular separation between lepton pair and Missing ET > π/2\n",
    "                        if fabs(((t_rd.lep_phi[0] + t_rd.lep_phi[1])/2 - t_rd.met_phi)*180/pi) > 90:\n",
    "                            \n",
    "                            #Reconstructed transverse mass W> 30 GeV\n",
    "                            if l12_rd.Mt() > 30:\n",
    "                                \n",
    "                                #Angular separation between leptons < 1.8\n",
    "                                if fabs((t_rd.lep_phi[0] - t_rd.lep_phi[1])*180/pi) < 180*1.8/pi:\n",
    "                                    \n",
    "                                    #If leptons have same flavor (muons)\n",
    "                                    if (t_rd.lep_type[0] == 13 and t_rd.lep_type[1] == 13):\n",
    "                                            \n",
    "                                        #Filtro debido al análisis\n",
    "                                        if fabs((t_rd.lep_phi[0] - t_rd.lep_phi[1])*180/pi) < 100:\n",
    "                                                \n",
    "                                            #Missing ET > 40 GeV\n",
    "                                            if t_rd.met_et > 40/1000.:\n",
    "\n",
    "                                                h_rd.Fill(t_rd.lep_n)\n",
    "                                                h2_rd.Fill(t_rd.jet_n)\n",
    "                                                h3_rd.Fill(t_rd.met_et/1000.) \n",
    "                                                h4_rd.Fill(l12_rd.Pt())\n",
    "                                                h5_rd.Fill(fabs((t_rd.lep_phi[0] - t_rd.lep_phi[1])*180/pi))\n",
    "                                                h6_rd.Fill(fabs(((t_rd.lep_phi[0] + t_rd.lep_phi[1])/2 - t_rd.met_phi)*180/pi))\n",
    "                                                h7_rd.Fill(l12_rd.M())\n",
    "                                                cut_events += 1\n",
    "                                                    \n",
    "print \"Done!\"\n",
    "print \"Número de eventos totales =\", total_events\n",
    "print \"Número de eventos luego del filtro =\", cut_events"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
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AAMBFuLngb70h78ilUuWfIpVH2rbd7/fuU1u639DWD5SiAgAgIX51w8kiqZL0SG5C5D8o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\nAABAAiRVAAAACfx/MRnIwOHfiacAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "h_rd.SetFillStyle(3003) #estilo puntos equidistantes\n",
    "h_rd.SetFillColor(2) #rojo\n",
    "\n",
    "legend=ROOT.TLegend(0.15,0.75,0.35,0.9)   \n",
    "#coordenadas del cuadro de leyenda (coord.vert.izq, coord.hor.abajo, coord.vert.der, coord.hor.arriba)\n",
    "legend.AddEntry(h_rd,\"Signal(Higgs)\",\"f\")\n",
    "\n",
    "h_rd.SetLineColor(2) #rojo\n",
    "\n",
    "h_rd.Draw()\n",
    "legend.Draw()\n",
    "c.Draw()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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+AwDg0dBUZY5r/wEAgIdQVoS0HZlpqgAAptgedtMV11Sp6JzoqwAAyE5ZEdJ2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\nAAAASUVORK5CYII=\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "h2_rd.SetFillStyle(3003)\n",
    "h2_rd.SetFillColor(2)\n",
    "\n",
    "h2_rd.SetLineColor(2)\n",
    "\n",
    "h2_rd.Draw()\n",
    "c.Draw()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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VFCpVU2LvPwBcHKFq35b+fJmofk4arunjGkAAAC4irYhNpWpK7P0HgIvL+Efp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\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "h3_rd.SetFillStyle(3003)\n",
    "h3_rd.SetFillColor(2)\n",
    "\n",
    "h3_rd.SetLineColor(2)\n",
    "\n",
    "h3_rd.Draw()\n",
    "c.Draw()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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Ju/D88zuruebpmo05RUFJeKCTKBNUAWk6MKjyXbvruOTnei9FSc2w719YUBVt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\nAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "h4_rd.SetFillStyle(3003)\n",
    "h4_rd.SetFillColor(2)\n",
    "\n",
    "h4_rd.SetLineColor(2)\n",
    "\n",
    "h4_rd.Draw()\n",
    "c.Draw()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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L0GnOau+6mrsmyVQBiA35KsRgMAVSVZWc2pXR0KppGnNiuT+1ONskgYX1tuDB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\nrkJggg==\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "h5_rd.SetFillStyle(3003)\n",
    "h5_rd.SetFillColor(2)\n",
    "\n",
    "h5_rd.SetLineColor(2)\n",
    "\n",
    "h5_rd.Draw()\n",
    "c.Draw()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "collapsed": false,
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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y+GB/qfa5SyQNHfF0AZIqAAA2qHYEsPXYnyy0vXuWZTI8SP4sisKt4rSWbdw/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\nI/j/AVocvWRwfx06AAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "h6_rd.SetFillStyle(3003)\n",
    "h6_rd.SetFillColor(2)\n",
    "\n",
    "h6_rd.SetLineColor(2)\n",
    "\n",
    "h6_rd.Draw()\n",
    "c.Draw()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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AQKdQzWhnaCirc/lMOjPZ6fZmlCY/KnN7lCmX+0rrDPs0lB74g3/6M/uDVJ2ZY/jpysjg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\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "h7_rd.SetFillStyle(3003)\n",
    "h7_rd.SetFillColor(2)\n",
    "\n",
    "h7_rd.SetLineColor(2)\n",
    "\n",
    "h7_rd.Draw()\n",
    "c.Draw()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "#Para hacer los histogramas interactivos\n",
    "#ROOT.enableJSVis()\n",
    "#c.Draw()\n",
    "#ROOT.disableJSVis() "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 2",
   "language": "python",
   "name": "python2"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 2
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython2",
   "version": "2.7.9"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 1
}