{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "e6579dd4",
   "metadata": {},
   "source": [
    "# gr012_polar\n",
    "\n",
    "Since TGraphPolar is a TGraphErrors, it is painted with\n",
    "[TGraphPainter](https://root.cern/doc/master/classTGraphPainter.html) options.\n",
    "\n",
    "With GetPolargram we retrieve the polar axis to format it; see the\n",
    "[TGraphPolargram documentation](https://root.cern/doc/master/classTGraphPolargram.html)\n",
    "\n",
    "\n",
    "\n",
    "**Author:** Olivier Couet, Jamie Gooding  \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 08:37 PM.</small></i>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ff52a56e",
   "metadata": {},
   "source": [
    "Illustrates how to use TGraphPolar"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "8e87e448",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:37:58.346263Z",
     "iopub.status.busy": "2026-05-19T20:37:58.346127Z",
     "iopub.status.idle": "2026-05-19T20:37:59.518429Z",
     "shell.execute_reply": "2026-05-19T20:37:59.517862Z"
    }
   },
   "outputs": [],
   "source": [
    "import math\n",
    "\n",
    "import numpy as np\n",
    "import ROOT\n",
    "\n",
    "CPol = ROOT.TCanvas(\"CPol\", \"TGraphPolar Examples\", 1200, 600)\n",
    "CPol.Divide(2, 1)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ba9d62e9",
   "metadata": {},
   "source": [
    "Left-side pad. Two graphs without errors"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "49fb35e4",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:37:59.528486Z",
     "iopub.status.busy": "2026-05-19T20:37:59.528285Z",
     "iopub.status.idle": "2026-05-19T20:37:59.650970Z",
     "shell.execute_reply": "2026-05-19T20:37:59.649898Z"
    }
   },
   "outputs": [],
   "source": [
    "CPol.cd(1)\n",
    "xmin = 0\n",
    "xmax = math.pi * 2\n",
    "\n",
    "x = np.array([])\n",
    "y = np.array([])\n",
    "xval1 = np.array([])\n",
    "yval1 = np.array([])"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c2605e4e",
   "metadata": {},
   "source": [
    "Graph 1 to be drawn with line and fill"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "2e1deb69",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:37:59.652649Z",
     "iopub.status.busy": "2026-05-19T20:37:59.652510Z",
     "iopub.status.idle": "2026-05-19T20:37:59.835887Z",
     "shell.execute_reply": "2026-05-19T20:37:59.820368Z"
    }
   },
   "outputs": [],
   "source": [
    "fplot = ROOT.TF1(\"fplot\", \"cos(2*x)*cos(20*x)\", xmin, xmax)\n",
    "for ipt in range(1000):\n",
    "    x = np.append(x, ipt * (xmax - xmin) / 1000 + xmin)\n",
    "    y = np.append(y, fplot.Eval(x[ipt]))\n",
    "\n",
    "grP = ROOT.TGraphPolar(1000, x, y)\n",
    "grP.SetLineColor(2)\n",
    "grP.SetLineWidth(2)\n",
    "grP.SetFillStyle(3012)\n",
    "grP.SetFillColor(2)\n",
    "grP.Draw(\"AFL\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "abdbcc7a",
   "metadata": {},
   "source": [
    "Graph 2 to be drawn superposed over graph 1, with curve and polymarker"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "34bf39c8",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:37:59.849514Z",
     "iopub.status.busy": "2026-05-19T20:37:59.849358Z",
     "iopub.status.idle": "2026-05-19T20:37:59.962091Z",
     "shell.execute_reply": "2026-05-19T20:37:59.961476Z"
    }
   },
   "outputs": [],
   "source": [
    "for ipt in range(20):\n",
    "    xval1 = np.append(xval1, x[math.floor(1000 / 20 * ipt)])\n",
    "    yval1 = np.append(yval1, y[math.floor(1000 / 20 * ipt)])\n",
    "\n",
    "grP1 = ROOT.TGraphPolar(20, xval1, yval1)\n",
    "grP1.SetMarkerStyle(29)\n",
    "grP1.SetMarkerSize(2)\n",
    "grP1.SetMarkerColor(4)\n",
    "grP1.SetLineColor(4)\n",
    "grP1.Draw(\"CP\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b7b85b95",
   "metadata": {},
   "source": [
    "To format the polar axis, we retrieve the TGraphPolargram.\n",
    "First update the canvas, otherwise GetPolargram returns 0"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "49474dd1",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:37:59.975404Z",
     "iopub.status.busy": "2026-05-19T20:37:59.975251Z",
     "iopub.status.idle": "2026-05-19T20:38:00.185503Z",
     "shell.execute_reply": "2026-05-19T20:38:00.185103Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "\n",
       "<div id=\"root_plot_1779223080533\" style=\"width: 1200px; height: 600px; position: relative\">\n",
       "</div>\n",
       "\n",
       "</div>\n",
       "<script>\n",
       "   function process_root_plot_1779223080533() {\n",
       "      function execCode(Core) {\n",
       "         Core.settings.HandleKeys = false;\n",
       "         \n",
       "Core.unzipJSON(102385,'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').then(json => {\n",
       "   const obj = Core.parse(json);\n",
       "   Core.draw('root_plot_1779223080533', 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_1779223080533();\n",
       "</script>\n"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "CPol.Update()\n",
    "if grP1.GetPolargram():\n",
    "    grP1.GetPolargram().SetTextColor(8)\n",
    "    grP1.GetPolargram().SetRangePolar(-math.pi, math.pi)\n",
    "    grP1.GetPolargram().SetNdivPolar(703)\n",
    "    grP1.GetPolargram().SetToRadian()  # tell ROOT that the x and xval1 are in radians"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3dcf989f",
   "metadata": {},
   "source": [
    "Right-side pad. One graph with errors"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "b71dc3f6",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:38:00.200567Z",
     "iopub.status.busy": "2026-05-19T20:38:00.200416Z",
     "iopub.status.idle": "2026-05-19T20:38:00.311731Z",
     "shell.execute_reply": "2026-05-19T20:38:00.310316Z"
    }
   },
   "outputs": [],
   "source": [
    "CPol.cd(2)\n",
    "x2 = np.array([])\n",
    "y2 = np.array([])\n",
    "ex = np.array([])\n",
    "ey = np.array([])\n",
    "for ipt in range(30):\n",
    "    x2 = np.append(x2, x[math.floor(1000 / 30 * ipt)])\n",
    "    y2 = np.append(y2, 1.2 + 0.4 * math.sin(math.pi * 2 * ipt / 30))\n",
    "    ex = np.append(ex, 0.2 + 0.1 * math.cos(2 * math.pi / 30 * ipt))\n",
    "    ey = np.append(ey, 0.2)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f538b7e7",
   "metadata": {},
   "source": [
    "Grah to be drawn with polymarker and errors"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "85e1cf11",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:38:00.313386Z",
     "iopub.status.busy": "2026-05-19T20:38:00.313240Z",
     "iopub.status.idle": "2026-05-19T20:38:00.417457Z",
     "shell.execute_reply": "2026-05-19T20:38:00.416339Z"
    }
   },
   "outputs": [],
   "source": [
    "grPE = ROOT.TGraphPolar(30, x2, y2, ex, ey)\n",
    "grPE.SetMarkerStyle(22)\n",
    "grPE.SetMarkerSize(1.5)\n",
    "grPE.SetMarkerColor(5)\n",
    "grPE.SetLineColor(6)\n",
    "grPE.SetLineWidth(2)\n",
    "grPE.Draw(\"EP\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1914a9dd",
   "metadata": {},
   "source": [
    "To format the polar axis, we retrieve the TGraphPolargram.\n",
    "First update the canvas, otherwise GetPolargram returns 0"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "a7e775d5",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:38:00.419025Z",
     "iopub.status.busy": "2026-05-19T20:38:00.418890Z",
     "iopub.status.idle": "2026-05-19T20:38:00.536697Z",
     "shell.execute_reply": "2026-05-19T20:38:00.536012Z"
    }
   },
   "outputs": [],
   "source": [
    "CPol.Update()\n",
    "if grPE.GetPolargram():\n",
    "    grPE.GetPolargram().SetTextSize(0.03)\n",
    "    grPE.GetPolargram().SetTwoPi()\n",
    "    grPE.GetPolargram().SetToRadian()  # tell ROOT that the x2 values are in radians"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "67012139",
   "metadata": {},
   "source": [
    "Draw all canvases "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "11dccc27",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:38:00.538266Z",
     "iopub.status.busy": "2026-05-19T20:38:00.538132Z",
     "iopub.status.idle": "2026-05-19T20:38:00.725817Z",
     "shell.execute_reply": "2026-05-19T20:38:00.711655Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "\n",
       "<div id=\"root_plot_1779223080656\" style=\"width: 1200px; height: 600px; position: relative\">\n",
       "</div>\n",
       "\n",
       "</div>\n",
       "<script>\n",
       "   function process_root_plot_1779223080656() {\n",
       "      function execCode(Core) {\n",
       "         Core.settings.HandleKeys = false;\n",
       "         \n",
       "Core.unzipJSON(102385,'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').then(json => {\n",
       "   const obj = Core.parse(json);\n",
       "   Core.draw('root_plot_1779223080656', 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_1779223080656();\n",
       "</script>\n"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "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
}
