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@arunoda
Created November 16, 2017 16:30
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Result: ESP 8266 Load Test
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{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Result: Load Testing ESP8266 for WiFi\n",
"\n",
"This is a result of loadtesting ESP8266 for 4 days for it's download speed(kbps). With this loadtest,\n",
"\n",
"* we configure ESP8266 to serve a huge file.\n",
"* Then we use a Node.js client to download it via WiFi and measure the download speed"
]
},
{
"cell_type": "code",
"execution_count": 55,
"metadata": {},
"outputs": [],
"source": [
"import pandas as pd\n",
"import numpy as np\n",
"import matplotlib.pyplot as plt\n",
"import datetime"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": [
"data = pd.read_csv(\"./final-result.csv\", header=None, skiprows=1)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Download Speed(kbps) TimeSeries"
]
},
{
"cell_type": "code",
"execution_count": 64,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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qgH9sn8EYSwNwHYB2AEYB+IAxFnSxEMv25SIlIxP/7FE30X9j9nkXL1eosf1YHka/8y8+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\noRAHAAAAAAlCIQ4AAAAAEuT/Ad31tLGwuYUJAAAAAElFTkSuQmCC\n",
"text/plain": [
"<matplotlib.figure.Figure at 0x7f9a106f9650>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"x = data[0].map(lambda x: datetime.datetime.fromtimestamp(x/1000))\n",
"y = data[1]\n",
"plt.plot(x,y)\n",
"plt.show()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Data Summary of Download Speed (kbps)"
]
},
{
"cell_type": "code",
"execution_count": 67,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"count 24039.000000\n",
"mean 488.348791\n",
"std 87.795267\n",
"min 0.000000\n",
"25% 440.281250\n",
"50% 490.896484\n",
"75% 550.351562\n",
"max 663.273438\n",
"median 490.896484\n",
"5% 341.617188\n",
"Name: 1, dtype: float64\n"
]
}
],
"source": [
"summary = data[1].describe()\n",
"summary['median'] = data[1].median()\n",
"summary['5%'] = data[1].quantile(0.05)\n",
"\n",
"print(summary)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Histogram of Download Speed"
]
},
{
"cell_type": "code",
"execution_count": 33,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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"text/plain": [
"<matplotlib.figure.Figure at 0x7f9a106d7e90>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"plt.rcParams[\"figure.figsize\"] = [15, 4]\n",
"x = data[1]\n",
"num_bins = 100\n",
"n, bins, patches = plt.hist(x, num_bins, facecolor='green', alpha=0.5)\n",
"plt.show()"
]
}
],
"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": "2.7.14"
}
},
"nbformat": 4,
"nbformat_minor": 2
}
We can't make this file beautiful and searchable because it's too large.
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