{
"cells": [
{
"cell_type": "markdown",
"metadata": {
"collapsed": true,
"tags": [
"worksheet-0"
]
},
"source": [
"I have had two simple raspberry pi weather stations running for a while now.\n",
"\n",
"Both have pressure, temperature and humidity sensors.\n",
"\n",
"One I have in the *carefully controlled environment* of my study, the\n",
"other is hanging out of the window.\n",
"\n",
"The study one is known as *pijessie* as it started life as a Raspberry\n",
"Pi running the Jessie version of Raspbian.\n",
"\n",
"The outside station is known as *kittycam* as I intend at some point\n",
"to attach a camera so I can watch our cat come and go.\n",
"\n",
"For a while I have been noticing that the pressure values have been\n",
"quite a way apart. The software I am includes a conversion to\n",
"altitude and I find these numbers more natural for me to think about.\n",
"\n",
"The altitude conversion assumes the pressure at sea level is 1023.25\n",
"hPa, which is the mean pressure at sea level.\n",
"\n",
"When the pressure is higher than this the altitude comes out below sea\n",
"level, when pressure is lower than this above sea level.\n",
"\n",
"As always, Wikipedia has good information on this:\n",
"https://en.wikipedia.org/wiki/Atmospheric_pressure\n",
"\n",
"For a while I had been noticing the two sensors giving values\n",
"differing by about 10 metres altitude.\n",
"\n",
"I had put this down to the sensors not being calibrated accurately,\n",
"but also noticed that kittycam was more prone to weird glitches.\n",
"\n",
"Now the glitches I put down to the fact I have one process collecting\n",
"data every minute and another process creating a display on my laptop\n",
"so I can glance over and see what the weather is doing. The latter\n",
"was just polling the sensor every 10 minutes.\n",
"\n",
"The code does not do anything smart like get a lock and my guess was\n",
"that the two processes were occasionally trampling on each other's feet.\n",
"\n",
"Long story short, I decided to take a closer look."
]
},
{
"cell_type": "code",
"execution_count": 34,
"metadata": {
"collapsed": false,
"tags": [
"worksheet-0"
]
},
"outputs": [],
"source": [
"# Tell matplotlib to plot in line\n",
"%matplotlib inline\n",
"\n",
"import datetime\n",
"\n",
"# import pandas\n",
"import pandas\n",
"\n",
"# seaborn magically adds a layer of goodness on top of Matplotlib\n",
"# mostly this is just changing matplotlib defaults, but it does also\n",
"# provide some higher level plotting methods.\n",
"import seaborn\n",
"\n",
"# Tell seaborn to set things up\n",
"seaborn.set()\n"
]
},
{
"cell_type": "code",
"execution_count": 35,
"metadata": {
"collapsed": false,
"tags": [
"worksheet-0"
]
},
"outputs": [],
"source": [
"# input files: the data from the two sensors\n",
"infiles = [\"../files/kittycam_weather.csv\", \"../files/pijessie_weather.csv\"]\n"
]
},
{
"cell_type": "code",
"execution_count": 36,
"metadata": {
"collapsed": false,
"tags": [
"worksheet-0"
]
},
"outputs": [],
"source": [
"# Read the data\n",
"\n",
"data = []\n",
"\n",
"for infile in infiles:\n",
" data.append(pandas.read_csv(infile, index_col='date', parse_dates=['date']))\n"
]
},
{
"cell_type": "code",
"execution_count": 37,
"metadata": {
"collapsed": false,
"tags": [
"worksheet-0"
]
},
"outputs": [
{
"data": {
"text/html": [
"
\n",
"
\n",
" \n",
" \n",
" | \n",
" temp | \n",
" pressure | \n",
" altitude | \n",
" sealevel_pressure | \n",
" humidity | \n",
" temp_dht | \n",
"
\n",
" \n",
" \n",
" \n",
" count | \n",
" 42768.000000 | \n",
" 42768.000000 | \n",
" 42768.000000 | \n",
" 42768.000000 | \n",
" 42764.000000 | \n",
" 42764.000000 | \n",
"
\n",
" \n",
" mean | \n",
" 28.114357 | \n",
" 101385.375842 | \n",
" -5.068642 | \n",
" 101387.094487 | \n",
" 76.806599 | \n",
" 27.730374 | \n",
"
\n",
" \n",
" std | \n",
" 2.205370 | \n",
" 430.276252 | \n",
" 36.334073 | \n",
" 409.738250 | \n",
" 8.512122 | \n",
" 2.068583 | \n",
"
\n",
" \n",
" min | \n",
" 22.800000 | \n",
" 56117.000000 | \n",
" -1314.018026 | \n",
" 67136.000000 | \n",
" 29.500000 | \n",
" 22.299999 | \n",
"
\n",
" \n",
" 25% | \n",
" 26.500000 | \n",
" 101141.750000 | \n",
" -26.939647 | \n",
" 101142.000000 | \n",
" 71.599998 | \n",
" 26.200001 | \n",
"
\n",
" \n",
" 50% | \n",
" 27.700000 | \n",
" 101411.000000 | \n",
" -7.157439 | \n",
" 101412.000000 | \n",
" 77.099998 | \n",
" 27.400000 | \n",
"
\n",
" \n",
" 75% | \n",
" 29.900000 | \n",
" 101648.000000 | \n",
" 15.246750 | \n",
" 101649.000000 | \n",
" 83.500000 | \n",
" 29.299999 | \n",
"
\n",
" \n",
" max | \n",
" 43.200000 | \n",
" 102242.000000 | \n",
" 3397.334521 | \n",
" 118353.000000 | \n",
" 94.300003 | \n",
" 47.099998 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" temp pressure altitude sealevel_pressure \\\n",
"count 42768.000000 42768.000000 42768.000000 42768.000000 \n",
"mean 28.114357 101385.375842 -5.068642 101387.094487 \n",
"std 2.205370 430.276252 36.334073 409.738250 \n",
"min 22.800000 56117.000000 -1314.018026 67136.000000 \n",
"25% 26.500000 101141.750000 -26.939647 101142.000000 \n",
"50% 27.700000 101411.000000 -7.157439 101412.000000 \n",
"75% 29.900000 101648.000000 15.246750 101649.000000 \n",
"max 43.200000 102242.000000 3397.334521 118353.000000 \n",
"\n",
" humidity temp_dht \n",
"count 42764.000000 42764.000000 \n",
"mean 76.806599 27.730374 \n",
"std 8.512122 2.068583 \n",
"min 29.500000 22.299999 \n",
"25% 71.599998 26.200001 \n",
"50% 77.099998 27.400000 \n",
"75% 83.500000 29.299999 \n",
"max 94.300003 47.099998 "
]
},
"execution_count": 37,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# take a look at what we got\n",
"data[0].describe()"
]
},
{
"cell_type": "code",
"execution_count": 38,
"metadata": {
"collapsed": false,
"tags": [
"worksheet-0"
]
},
"outputs": [
{
"data": {
"text/plain": [
"array([,\n",
" ,\n",
" ,\n",
" ,\n",
" ,\n",
" ], dtype=object)"
]
},
"execution_count": 38,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
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6dHuOGPG0x5ZwXu6917V7Nz95nyuADh068sorhYc0NW3azMkfZfv2Pfzzj/cj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Hv37iIIAmfOnLa6LpPJRCMLHTq8yo4dWylZslS+LQeSkJBwTVQqVa7C5cZYj4R99PpMpTh3d+ft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\nT8GgEyHzvwAAAABJRU5ErkJggg==\n",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# plots are always good \n",
"\n",
"data[0].plot(subplots=True)"
]
},
{
"cell_type": "markdown",
"metadata": {
"collapsed": true,
"tags": [
"worksheet-0"
]
},
"source": [
"Now the two sets of data have different indices since the processes\n",
"collecting the data are not in sync.\n",
"\n",
"So we need to align the data and then fill in missing values"
]
},
{
"cell_type": "code",
"execution_count": 39,
"metadata": {
"collapsed": false,
"tags": [
"worksheet-0"
]
},
"outputs": [],
"source": [
"# align returns two new dataframes, now aligned\n",
"d1, d2 = data[0].align(data[1])"
]
},
{
"cell_type": "code",
"execution_count": 40,
"metadata": {
"collapsed": false,
"tags": [
"worksheet-0"
]
},
"outputs": [
{
"data": {
"text/html": [
"\n",
"
\n",
" \n",
" \n",
" | \n",
" temp | \n",
" pressure | \n",
" altitude | \n",
" sealevel_pressure | \n",
" humidity | \n",
" temp_dht | \n",
"
\n",
" \n",
" \n",
" \n",
" count | \n",
" 42768.000000 | \n",
" 42768.000000 | \n",
" 42768.000000 | \n",
" 42768.000000 | \n",
" 42764.000000 | \n",
" 42764.000000 | \n",
"
\n",
" \n",
" mean | \n",
" 28.114357 | \n",
" 101385.375842 | \n",
" -5.068642 | \n",
" 101387.094487 | \n",
" 76.806599 | \n",
" 27.730374 | \n",
"
\n",
" \n",
" std | \n",
" 2.205370 | \n",
" 430.276252 | \n",
" 36.334073 | \n",
" 409.738250 | \n",
" 8.512122 | \n",
" 2.068583 | \n",
"
\n",
" \n",
" min | \n",
" 22.800000 | \n",
" 56117.000000 | \n",
" -1314.018026 | \n",
" 67136.000000 | \n",
" 29.500000 | \n",
" 22.299999 | \n",
"
\n",
" \n",
" 25% | \n",
" 26.500000 | \n",
" 101141.750000 | \n",
" -26.939647 | \n",
" 101142.000000 | \n",
" 71.599998 | \n",
" 26.200001 | \n",
"
\n",
" \n",
" 50% | \n",
" 27.700000 | \n",
" 101411.000000 | \n",
" -7.157439 | \n",
" 101412.000000 | \n",
" 77.099998 | \n",
" 27.400000 | \n",
"
\n",
" \n",
" 75% | \n",
" 29.900000 | \n",
" 101648.000000 | \n",
" 15.246750 | \n",
" 101649.000000 | \n",
" 83.500000 | \n",
" 29.299999 | \n",
"
\n",
" \n",
" max | \n",
" 43.200000 | \n",
" 102242.000000 | \n",
" 3397.334521 | \n",
" 118353.000000 | \n",
" 94.300003 | \n",
" 47.099998 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" temp pressure altitude sealevel_pressure \\\n",
"count 42768.000000 42768.000000 42768.000000 42768.000000 \n",
"mean 28.114357 101385.375842 -5.068642 101387.094487 \n",
"std 2.205370 430.276252 36.334073 409.738250 \n",
"min 22.800000 56117.000000 -1314.018026 67136.000000 \n",
"25% 26.500000 101141.750000 -26.939647 101142.000000 \n",
"50% 27.700000 101411.000000 -7.157439 101412.000000 \n",
"75% 29.900000 101648.000000 15.246750 101649.000000 \n",
"max 43.200000 102242.000000 3397.334521 118353.000000 \n",
"\n",
" humidity temp_dht \n",
"count 42764.000000 42764.000000 \n",
"mean 76.806599 27.730374 \n",
"std 8.512122 2.068583 \n",
"min 29.500000 22.299999 \n",
"25% 71.599998 26.200001 \n",
"50% 77.099998 27.400000 \n",
"75% 83.500000 29.299999 \n",
"max 94.300003 47.099998 "
]
},
"execution_count": 40,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# have a look, note the count is just the valid data.\n",
"# Things have been aligned, but missing values are set ton NaN\n",
"d1.describe()"
]
},
{
"cell_type": "code",
"execution_count": 41,
"metadata": {
"collapsed": false,
"tags": [
"worksheet-0"
]
},
"outputs": [],
"source": [
"# Use interpolation to fill in the missing values\n",
"d1 = d1.interpolate(method='time')\n",
"d2 = d2.interpolate(method='time')\n",
"\n"
]
},
{
"cell_type": "code",
"execution_count": 42,
"metadata": {
"collapsed": false,
"tags": [
"worksheet-0"
]
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"80476\n"
]
},
{
"data": {
"image/png": 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ExER69uxZnW6IiIgH0TN4qjjz3rFjB3/84x85d+4cNpuNJUuWsGDBAp5//nk+/vhjYmJi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\nfj6tWrXi+++/JzMzk6VLl5K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"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Now plot\n",
"d1.altitude.plot()\n",
"print(len(d1))"
]
},
{
"cell_type": "code",
"execution_count": 43,
"metadata": {
"collapsed": false,
"tags": [
"worksheet-0"
]
},
"outputs": [],
"source": [
"# For convenience, add a new series to d1 with the altitude data from d2\n",
"d1['altitude2'] = d2.altitude"
]
},
{
"cell_type": "code",
"execution_count": 44,
"metadata": {
"collapsed": false,
"tags": [
"worksheet-0"
]
},
"outputs": [
{
"data": {
"text/plain": [
""
]
},
"execution_count": 44,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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MMnIqJWXXje7qsT5NZQlQdyhErbEO0Spa2RMEQXgTv1vJA0BYsEbi3GXhuFfx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\n",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Now plot the two\n",
"d1[['altitude', 'altitude2']][10000:30000].clip(-60,60).plot()"
]
},
{
"cell_type": "code",
"execution_count": 45,
"metadata": {
"collapsed": false,
"tags": [
"worksheet-0"
]
},
"outputs": [
{
"data": {
"text/plain": [
""
]
},
"execution_count": 45,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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c5lQ1Ji1bf7h70m5gyl09LMx+tj7Lr/v9DG4bEGf2Po6WGNY93lbX1ulderGm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\nu1cQhKbPPSsrSxAEaXzuzWN/+umntcdzQRCErKw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"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"(d1.altitude - d1.altitude2)[10000:30000].clip(-20,15).plot()"
]
},
{
"cell_type": "markdown",
"metadata": {
"collapsed": true,
"tags": [
"worksheet-0"
]
},
"source": [
"So we do have a difference around 5m. More interestingly, there seems to be some sort of daily pattern to the data."
]
}
],
"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": "3.4.3"
},
"name": "comparing-pressure-data-from-two-sensors.ipynb"
},
"nbformat": 4,
"nbformat_minor": 0
}