{
"cells": [
{
"cell_type": "markdown",
"id": "7d29bab6",
"metadata": {},
"source": [
"# candleplotstack\n",
"Example showing how a THStack with candle plot option.\n",
"\n",
"\n",
"\n",
"\n",
"**Author:** Georg Troska, Olivier Couet \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": "bba32782",
"metadata": {
"collapsed": false,
"execution": {
"iopub.execute_input": "2024-03-19T19:11:06.787444Z",
"iopub.status.busy": "2024-03-19T19:11:06.786937Z",
"iopub.status.idle": "2024-03-19T19:11:08.327067Z",
"shell.execute_reply": "2024-03-19T19:11:08.325158Z"
}
},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"gStyle->SetTimeOffset(0);\n",
"auto rng = new TRandom();\n",
"auto dateBegin = new TDatime(2010,1,1,0,0,0);\n",
"auto dateEnd = new TDatime(2011,1,1,0,0,0);\n",
"int bins = 1000;\n",
"auto h1 = new TH2I(\"h1\",\"Machine A\",6,dateBegin->Convert(),dateEnd->Convert(),bins,0,1000);\n",
"auto h2 = new TH2I(\"h2\",\"Machine B\",6,dateBegin->Convert(),dateEnd->Convert(),bins,0,1000);\n",
"auto hsum = new TH2I(\"h4\",\"Sum\",6,dateBegin->Convert(),dateEnd->Convert(),bins,0,1000);\n",
"\n",
"float Rand;\n",
"for (int i = dateBegin->Convert(); i < dateEnd->Convert(); i+=86400*30) {\n",
" for (int j = 0; j < 1000; j++) {\n",
" Rand = rng->Gaus(500+sin(i/10000000.)*100,50); h1->Fill(i,Rand); hsum->Fill(i,Rand);\n",
" Rand = rng->Gaus(500+sin(i/12000000.)*100,50); h2->Fill(i,Rand); hsum->Fill(i,Rand);\n",
" }\n",
"}\n",
"\n",
"h2->SetLineColor(kRed);\n",
"hsum->SetFillColor(kGreen);\n",
"TCanvas *c1 = new TCanvas();\n",
"\n",
"auto hs = new THStack(\"hs\",\"Machine A+B\");\n",
"hs->Add(h1);\n",
"hs->Add(h2,\"candle2\");\n",
"hs->Add(hsum, \"violin1\");\n",
"hs->Draw(\"candle3\");\n",
"hs->GetXaxis()->SetNdivisions(410);\n",
"\n",
"gPad->SetGrid(1,0);\n",
"\n",
"hs->GetXaxis()->SetTimeDisplay(1);\n",
"hs->GetXaxis()->SetTimeFormat(\"%m/%y\");\n",
"hs->GetXaxis()->SetTitle(\"Date [month/year]\");\n",
"\n",
"c1->Modified();\n",
"\n",
"gPad->BuildLegend(0.75,0.75,0.95,0.95,\"\");"
]
},
{
"cell_type": "markdown",
"id": "a59e8026",
"metadata": {},
"source": [
"Draw all canvases "
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "faa413f8",
"metadata": {
"collapsed": false,
"execution": {
"iopub.execute_input": "2024-03-19T19:11:08.340799Z",
"iopub.status.busy": "2024-03-19T19:11:08.340416Z",
"iopub.status.idle": "2024-03-19T19:11:08.550773Z",
"shell.execute_reply": "2024-03-19T19:11:08.549750Z"
}
},
"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
}