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chryss/grid_pointcloud.ipynb

Created June 21, 2022 22:28
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grid_pointcloud.ipynb
{
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{
"cell_type": "code",
"execution_count": 2,
"id": "360faf98-74bb-4574-8e27-400cc9b6fff8",
"metadata": {},
"outputs": [],
"source": [
"import pandas as pd\n",
"import xarray as xr\n",
"import numpy as np"
]
},
{
"cell_type": "code",
"execution_count": 4,
"id": "d39a55d7-1cc3-43a6-96b5-a7677e9020ad",
"metadata": {},
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" Id X Y Z var cov_x \\\n",
"0 0 520742.711669 1.574440e+06 1658.649454 0.288563 -0.063630 \n",
"1 1 520743.374980 1.574439e+06 1657.356518 0.315801 -0.070172 \n",
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"execution_count": 4,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"data = pd.read_csv('tie_err.csv') \n",
"data"
]
},
{
"cell_type": "code",
"execution_count": 6,
"id": "2e595b69-5f3a-4686-83d3-c16452f5b192",
"metadata": {},
"outputs": [
{
"data": {
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"metadata": {},
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"source": [
"np.floor(data.X.min())"
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"id": "24fd9495-23d1-4e0b-8f7e-ba78d9ba50b2",
"metadata": {},
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"source": [
"xs = np.arange(np.floor(data.X.min()) - 1, np.floor(data.X.max()) + 1, 2)\n",
"ys = np.arange(np.floor(data.Y.min()) - 1, np.floor(data.Y.max()) + 1, 2)"
]
},
{
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"id": "3bbc0bff-4f78-44cc-aedb-cff97e657da5",
"metadata": {},
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{
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"xs"
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{
"cell_type": "code",
"execution_count": 29,
"id": "0c30b933-b375-420a-9ff6-df0c871fd341",
"metadata": {},
"outputs": [],
"source": [
"def get_nearest(arr, value):\n",
" # arr is a numpy array, value a value, returns the closest value\n",
" idx = (np.abs(arr - value)).argmin()\n",
" return arr[idx]\n"
]
},
{
"cell_type": "code",
"execution_count": 30,
"id": "59b0675f-3938-473a-8751-c4add8c77331",
"metadata": {},
"outputs": [
{
"data": {
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"execution_count": 30,
"metadata": {},
"output_type": "execute_result"
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],
"source": [
"get_nearest(xs, 521005.491760)"
]
},
{
"cell_type": "code",
"execution_count": 31,
"id": "d78b83c4-e38c-46b5-b288-57153acd8280",
"metadata": {},
"outputs": [],
"source": [
"data['grid_X'] = data.apply(lambda row: get_nearest(xs, row.X), axis=1)\n",
"data['grid_Y'] = data.apply(lambda row: get_nearest(ys, row.Y), axis=1)"
]
},
{
"cell_type": "code",
"execution_count": 32,
"id": "1b2ef4d8-0705-4c39-b424-64c9d72580b9",
"metadata": {},
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{
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],
"text/plain": [
" Id X Y Z var cov_x \\\n",
"0 0 520742.711669 1.574440e+06 1658.649454 0.288563 -0.063630 \n",
"1 1 520743.374980 1.574439e+06 1657.356518 0.315801 -0.070172 \n",
"2 2 520750.057150 1.574430e+06 1648.455143 0.062163 -0.001799 \n",
"3 3 520751.128384 1.574429e+06 1647.633608 0.058454 -0.004867 \n",
"4 4 520752.256363 1.574428e+06 1646.183579 0.044221 -0.002306 \n",
"... ... ... ... ... ... ... \n",
"104942 119261 520994.686590 1.573954e+06 1337.188129 0.278003 -0.111527 \n",
"104943 119263 521005.491760 1.573909e+06 1342.552650 0.361486 -0.092827 \n",
"104944 119264 520994.055557 1.573954e+06 1337.377042 0.279328 -0.115085 \n",
"104945 119265 520995.877896 1.573947e+06 1337.558433 0.378478 -0.147886 \n",
"104946 119266 521002.655514 1.573915e+06 1341.371022 0.290754 -0.084638 \n",
"\n",
" cov_y cov_z grid_X grid_Y \n",
"0 -0.144717 0.241406 520742.0 1574441.0 \n",
"1 -0.151357 0.268137 520744.0 1574439.0 \n",
"2 -0.019553 0.058980 520750.0 1574431.0 \n",
"3 -0.017946 0.055418 520752.0 1574429.0 \n",
"4 -0.012178 0.042449 520752.0 1574429.0 \n",
"... ... ... ... ... \n",
"104942 0.003268 -0.254631 520994.0 1573953.0 \n",
"104943 -0.193824 -0.290667 521006.0 1573909.0 \n",
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" * grid_Y (grid_Y) float64 1.574e+06 1.574e+06 ... 1.574e+06 1.574e+06\n",
"Data variables:\n",
" Z (grid_X, grid_Y) float64 nan nan nan nan nan ... nan nan nan nan</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-91db9788-5664-48ef-831d-aec32ecf6beb' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-91db9788-5664-48ef-831d-aec32ecf6beb' class='xr-section-summary' title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>grid_X</span>: 212</li><li><span class='xr-has-index'>grid_Y</span>: 307</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-7a9d5a6c-0c51-4cf7-a07f-4b2f24cd9786' class='xr-section-summary-in' type='checkbox' checked><label for='section-7a9d5a6c-0c51-4cf7-a07f-4b2f24cd9786' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>grid_X</span></div><div class='xr-var-dims'>(grid_X)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.206e+05 5.207e+05 ... 5.211e+05</div><input id='attrs-5738c4c4-d753-4987-931c-c20b8a761719' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5738c4c4-d753-4987-931c-c20b8a761719' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dbf60675-7e5b-48a0-8ead-9a8dd800caf7' class='xr-var-data-in' type='checkbox'><label for='data-dbf60675-7e5b-48a0-8ead-9a8dd800caf7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([520646., 520652., 520654., ..., 521068., 521070., 521072.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>grid_Y</span></div><div class='xr-var-dims'>(grid_Y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.574e+06 1.574e+06 ... 1.574e+06</div><input id='attrs-122071d5-9892-4c23-b685-cc057a1c5d27' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-122071d5-9892-4c23-b685-cc057a1c5d27' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1f97115a-36b3-4172-878a-9e1ebeaa2f81' class='xr-var-data-in' type='checkbox'><label for='data-1f97115a-36b3-4172-878a-9e1ebeaa2f81' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([1573873., 1573875., 1573877., ..., 1574481., 1574483., 1574485.])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-36df89f4-3d6b-4141-9951-1112a823735b' class='xr-section-summary-in' type='checkbox' checked><label for='section-36df89f4-3d6b-4141-9951-1112a823735b' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>Z</span></div><div class='xr-var-dims'>(grid_X, grid_Y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-21bf1fd7-8e4a-4aaf-b99e-8eb3a8ff640d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-21bf1fd7-8e4a-4aaf-b99e-8eb3a8ff640d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-94607247-e25a-4982-9990-f6fa511fa238' class='xr-var-data-in' type='checkbox'><label for='data-94607247-e25a-4982-9990-f6fa511fa238' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[nan, nan, nan, ..., nan, nan, nan],\n",
" [nan, nan, nan, ..., nan, nan, nan],\n",
" [nan, nan, nan, ..., nan, nan, nan],\n",
" ...,\n",
" [nan, nan, nan, ..., nan, nan, nan],\n",
" [nan, nan, nan, ..., nan, nan, nan],\n",
" [nan, nan, nan, ..., nan, nan, nan]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-9fb47b5b-e110-4513-8b2f-1b4daff84548' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-9fb47b5b-e110-4513-8b2f-1b4daff84548' class='xr-section-summary' title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
],
"text/plain": [
"<xarray.Dataset>\n",
"Dimensions: (grid_X: 212, grid_Y: 307)\n",
"Coordinates:\n",
" * grid_X (grid_X) float64 5.206e+05 5.207e+05 ... 5.211e+05 5.211e+05\n",
" * grid_Y (grid_Y) float64 1.574e+06 1.574e+06 ... 1.574e+06 1.574e+06\n",
"Data variables:\n",
" Z (grid_X, grid_Y) float64 nan nan nan nan nan ... nan nan nan nan"
]
},
"execution_count": 41,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"gridded_zs_DS = gridded_zs.to_xarray()\n",
"gridded_zs_DS"
]
},
{
"cell_type": "code",
"execution_count": 48,
"id": "fb94428a-d583-4937-b782-bcdf94c17267",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.collections.QuadMesh at 0x7f7a92ae8400>"
]
},
"execution_count": 48,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
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\n",
"text/plain": [
"<Figure size 432x288 with 2 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"gridded_zs_DS.Z.plot()"
]
},
{
"cell_type": "code",
"execution_count": 50,
"id": "2582b9df-6092-40cc-98dc-14297f9b44cc",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"array([[nan, nan, nan, ..., nan, nan, nan],\n",
" [nan, nan, nan, ..., nan, nan, nan],\n",
" [nan, nan, nan, ..., nan, nan, nan],\n",
" ...,\n",
" [nan, nan, nan, ..., nan, nan, nan],\n",
" [nan, nan, nan, ..., nan, nan, nan],\n",
" [nan, nan, nan, ..., nan, nan, nan]])"
]
},
"execution_count": 50,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"gridded_zs_DS.Z.values"
]
},
{
"cell_type": "markdown",
"id": "97e48a16-2f4c-463b-a590-6b49b8f2d87a",
"metadata": {},
"source": [
"For diagnostics.. ."
]
},
{
"cell_type": "code",
"execution_count": 34,
"id": "544be5bd-256d-4a80-b993-7461a3da13f9",
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<div>\n",
"<style scoped>\n",
" .dataframe tbody tr th:only-of-type {\n",
" vertical-align: middle;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"\n",
" .dataframe thead th {\n",
" text-align: right;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th></th>\n",
" <th>Z</th>\n",
" </tr>\n",
" <tr>\n",
" <th>grid_X</th>\n",
" <th>grid_Y</th>\n",
" <th></th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>520646.0</th>\n",
" <th>1574243.0</th>\n",
" <td>1</td>\n",
" </tr>\n",
" <tr>\n",
" <th rowspan=\"3\" valign=\"top\">520652.0</th>\n",
" <th>1574259.0</th>\n",
" <td>1</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1574325.0</th>\n",
" <td>1</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1574327.0</th>\n",
" <td>1</td>\n",
" </tr>\n",
" <tr>\n",
" <th>520654.0</th>\n",
" <th>1574255.0</th>\n",
" <td>1</td>\n",
" </tr>\n",
" <tr>\n",
" <th>...</th>\n",
" <th>...</th>\n",
" <td>...</td>\n",
" </tr>\n",
" <tr>\n",
" <th rowspan=\"2\" valign=\"top\">521070.0</th>\n",
" <th>1574051.0</th>\n",
" <td>1</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1574263.0</th>\n",
" <td>1</td>\n",
" </tr>\n",
" <tr>\n",
" <th rowspan=\"3\" valign=\"top\">521072.0</th>\n",
" <th>1574039.0</th>\n",
" <td>1</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1574261.0</th>\n",
" <td>1</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1574271.0</th>\n",
" <td>2</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"<p>30159 rows × 1 columns</p>\n",
"</div>"
],
"text/plain": [
" Z\n",
"grid_X grid_Y \n",
"520646.0 1574243.0 1\n",
"520652.0 1574259.0 1\n",
" 1574325.0 1\n",
" 1574327.0 1\n",
"520654.0 1574255.0 1\n",
"... ..\n",
"521070.0 1574051.0 1\n",
" 1574263.0 1\n",
"521072.0 1574039.0 1\n",
" 1574261.0 1\n",
" 1574271.0 2\n",
"\n",
"[30159 rows x 1 columns]"
]
},
"execution_count": 34,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"data[['grid_X', 'grid_Y', 'Z']].groupby(by=['grid_X', 'grid_Y']).count()"
]
},
{
"cell_type": "code",
"execution_count": 46,
"id": "4d821cf7-f7d4-4c93-99a6-897fd7d63c7b",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<AxesSubplot:xlabel='X', ylabel='Y'>"
]
},
"execution_count": 46,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 2 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"data.plot.scatter('X', 'Y', c='Z', s=1, cmap='cividis') "
]
},
{
"cell_type": "code",
"execution_count": null,
"id": "4af91f35-2528-48bd-ac2a-c78d0d924f77",
"metadata": {},
"outputs": [],
"source": []
},
{
"cell_type": "code",
"execution_count": null,
"id": "2e5a3332-5a0b-44f0-949c-b9922e5570d3",
"metadata": {},
"outputs": [],
"source": []
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3 (ipykernel)",
"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": "3.8.13"
}
},
"nbformat": 4,
"nbformat_minor": 5
}
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