{
"cells": [
{
"cell_type": "markdown",
"id": "2e72b4bb",
"metadata": {},
"source": [
"# tornado\n",
"Show 3-d polymarker.\n",
"\n",
"\n",
"\n",
"\n",
"**Author:** Rene Brun \n",
"This notebook tutorial was automatically generated with ROOTBOOK-izer from the macro found in the ROOT repository on Tuesday, March 19, 2024 at 07:10 PM."
]
},
{
"cell_type": "code",
"execution_count": 1,
"id": "3555ce6c",
"metadata": {
"collapsed": false,
"execution": {
"iopub.execute_input": "2024-03-19T19:10:16.413416Z",
"iopub.status.busy": "2024-03-19T19:10:16.413077Z",
"iopub.status.idle": "2024-03-19T19:10:17.101249Z",
"shell.execute_reply": "2024-03-19T19:10:17.099953Z"
}
},
"outputs": [],
"source": [
"gBenchmark->Start(\"tornado\");\n",
"\n",
"double PI = 3.141592653;\n",
"int d = 16;\n",
"int numberOfPoints=200;\n",
"int numberOfCircles=40;"
]
},
{
"cell_type": "markdown",
"id": "2c0b8f13",
"metadata": {},
"source": [
"create and open a canvas"
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "6d5e79aa",
"metadata": {
"collapsed": false,
"execution": {
"iopub.execute_input": "2024-03-19T19:10:17.106767Z",
"iopub.status.busy": "2024-03-19T19:10:17.106431Z",
"iopub.status.idle": "2024-03-19T19:10:17.315635Z",
"shell.execute_reply": "2024-03-19T19:10:17.314353Z"
}
},
"outputs": [],
"source": [
"TCanvas *sky = new TCanvas( \"sky\", \"Tornado\", 300, 10, 700, 500 );\n",
"sky->SetFillColor(14);"
]
},
{
"cell_type": "markdown",
"id": "4e3a0fb8",
"metadata": {},
"source": [
"creating view"
]
},
{
"cell_type": "code",
"execution_count": 3,
"id": "bbef972d",
"metadata": {
"collapsed": false,
"execution": {
"iopub.execute_input": "2024-03-19T19:10:17.323411Z",
"iopub.status.busy": "2024-03-19T19:10:17.322979Z",
"iopub.status.idle": "2024-03-19T19:10:17.820398Z",
"shell.execute_reply": "2024-03-19T19:10:17.819390Z"
}
},
"outputs": [
{
"data": {
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\n",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"tornado : Real Time = 0.99 seconds Cpu Time = 0.72 seconds\n"
]
}
],
"source": [
"TView *view = TView::CreateView(1,0,0);\n",
"float range = numberOfCircles*d;\n",
"view->SetRange( 0, 0, 0, 4.0*range, 2.0*range, range );\n",
"\n",
"for( int j = d; j < numberOfCircles*d; j += d ) {\n",
"\n",
" // create a PolyMarker3D\n",
" TPolyMarker3D *pm3d = new TPolyMarker3D( numberOfPoints );\n",
"\n",
" float x, y, z;\n",
"\n",
" // set points\n",
" for( int i = 1; i < numberOfPoints; i++ ) {\n",
" float csin = sin(2*PI / (double)numberOfPoints * (double)i) + 1;\n",
" float ccos = cos(2*PI / (double)numberOfPoints * (double)i) + 1;\n",
" float esin = sin(2*PI / (double)(numberOfCircles*d) * (double)j) + 1;\n",
" x = j * ( csin + esin );\n",
" y = j * ccos;\n",
" z = j;\n",
" pm3d->SetPoint( i, x, y, z );\n",
" }\n",
"\n",
" // set marker size, color & style\n",
" pm3d->SetMarkerSize( 1 );\n",
" pm3d->SetMarkerColor( 2 + ( d == ( j & d ) ) );\n",
" pm3d->SetMarkerStyle( 3 );\n",
"\n",
" //draw\n",
" pm3d->Draw();\n",
"}\n",
"\n",
"char timeStr[60];\n",
"gBenchmark->Show(\"tornado\");\n",
"\n",
"Float_t ct = gBenchmark->GetCpuTime(\"tornado\");\n",
"sprintf( timeStr, \"Execution time: %g sec.\", ct);\n",
"\n",
"TPaveText *text = new TPaveText( 0.1, 0.81, 0.9, 0.97 );\n",
"text->SetFillColor( 42 );\n",
"text->AddText(\"ROOT example: tornado.C\");\n",
"text->AddText(timeStr);\n",
"text->Draw();\n",
"sky->Update();"
]
},
{
"cell_type": "markdown",
"id": "9d2eb795",
"metadata": {},
"source": [
"Draw all canvases "
]
},
{
"cell_type": "code",
"execution_count": 4,
"id": "a7afbc48",
"metadata": {
"collapsed": false,
"execution": {
"iopub.execute_input": "2024-03-19T19:10:17.824475Z",
"iopub.status.busy": "2024-03-19T19:10:17.824132Z",
"iopub.status.idle": "2024-03-19T19:10:18.039303Z",
"shell.execute_reply": "2024-03-19T19:10:18.038042Z"
}
},
"outputs": [
{
"data": {
"image/png": "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\n",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"gROOT->GetListOfCanvases()->Draw()"
]
}
],
"metadata": {
"kernelspec": {
"display_name": "ROOT C++",
"language": "c++",
"name": "root"
},
"language_info": {
"codemirror_mode": "text/x-c++src",
"file_extension": ".C",
"mimetype": " text/x-c++src",
"name": "c++"
}
},
"nbformat": 4,
"nbformat_minor": 5
}