{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "56952440",
   "metadata": {},
   "source": [
    "# gr014_polar3\n",
    "See the [TGraphPolar documentation](https://root.cern/doc/master/classTGraphPolar.html)\n",
    "\n",
    "Since TGraphPolar is a TGraphErrors, it is painted with\n",
    "[TGraphPainter](https://root.cern/doc/master/classTGraphPainter.html) options.\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 08:38 PM.</small></i>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "4f6246b1",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:38:03.246501Z",
     "iopub.status.busy": "2026-05-19T20:38:03.246376Z",
     "iopub.status.idle": "2026-05-19T20:38:04.452941Z",
     "shell.execute_reply": "2026-05-19T20:38:04.447393Z"
    }
   },
   "outputs": [],
   "source": [
    "import math\n",
    "\n",
    "import numpy as np\n",
    "import ROOT\n",
    "\n",
    "CPol = ROOT.TCanvas(\"CPol\", \"TGraphPolar Examples\", 500, 500)\n",
    "\n",
    "rmin = 0\n",
    "rmax = math.pi * 2\n",
    "r = np.array([])\n",
    "theta = np.array([])\n",
    "\n",
    "fp1 = ROOT.TF1(\"fplot\", \"cos(x)\", rmin, rmax)\n",
    "for ipt in range(1000):\n",
    "    r = np.append(r, ipt * (rmax - rmin) / 1000 + rmin)\n",
    "    theta = np.append(theta, fp1.Eval(r[ipt]))\n",
    "\n",
    "grP1 = ROOT.TGraphPolar(1000, r, theta)\n",
    "grP1.SetTitle(\"\")\n",
    "grP1.SetLineColor(2)\n",
    "grP1.Draw(\"AOL\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "28a35aa7",
   "metadata": {},
   "source": [
    "Draw all canvases "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "2609e020",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:38:04.454724Z",
     "iopub.status.busy": "2026-05-19T20:38:04.454526Z",
     "iopub.status.idle": "2026-05-19T20:38:04.638041Z",
     "shell.execute_reply": "2026-05-19T20:38:04.637699Z"
    }
   },
   "outputs": [
    {
     "data": {
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       "\n",
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       "   function process_root_plot_1779223084628() {\n",
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').then(json => {\n",
       "   const obj = Core.parse(json);\n",
       "   Core.draw('root_plot_1779223084628', 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_1779223084628();\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
}
