Skip to content

Instantly share code, notes, and snippets.

@chambbj
Last active August 10, 2017 17:35
Show Gist options
  • Star 0 You must be signed in to star a gist
  • Fork 0 You must be signed in to fork a gist
  • Save chambbj/2200fbd32979ef000b7930e5b2cb8f68 to your computer and use it in GitHub Desktop.
Save chambbj/2200fbd32979ef000b7930e5b2cb8f68 to your computer and use it in GitHub Desktop.
New HAG KDE
Display the source blob
Display the rendered blob
Raw
{
"cells": [
{
"cell_type": "code",
"execution_count": 17,
"metadata": {},
"outputs": [
{
"data": {
"image/png": "iVBORw0KGgoAAAANSUhEUgAAAYEAAAD9CAYAAABazssqAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\n6BMAAAAASUVORK5CYII=\n",
"text/plain": [
"<matplotlib.figure.Figure at 0x7f081c76fd90>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"import pandas as pd\n",
"import pdal\n",
"import seaborn as sns\n",
"json = u'''\n",
"{\n",
" \"pipeline\":[\n",
" \"./data/isprs/samp11-utm.laz\",\n",
" {\n",
" \"type\":\"filters.smrf\"\n",
" },\n",
" {\n",
" \"type\":\"filters.hag\"\n",
" }\n",
" ]\n",
"}'''\n",
"p = pdal.Pipeline(json)\n",
"p.execute()\n",
"df = pd.DataFrame(p.arrays[0])\n",
"sns.kdeplot(df['HeightAboveGround'], cut=0, shade=True, vertical=True);"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"00.00-Preface.ipynb\r\n",
"00.00-Preface.rst\r\n",
"01.00-Getting-Started.ipynb\r\n",
"01.01-FOSS4G.ipynb\r\n",
"01.02-Take-Two.ipynb\r\n",
"02.01-Height-Above-Ground.ipynb\r\n",
"02.02-Sampling.ipynb\r\n",
"03.01-Analysis-Removing-Noise.ipynb\r\n",
"03.01-Analysis-Removing-Noise.rst\r\n",
"\u001b[0m\u001b[01;34m03.01-Analysis-Removing-Noise_files\u001b[0m/\r\n",
"03.02-Georeferencing.ipynb\r\n",
"03.xx-Basic-Information.ipynb\r\n",
"03.xx-Boundary.ipynb\r\n",
"03.xx-Eigenvalues.ipynb\r\n",
"03.xx-Grid-Free-Denoising.ipynb\r\n",
"03.xx-Inter-Quartile-Range.ipynb\r\n",
"03.xx-Local-Outlier-Factor.ipynb\r\n",
"03.xx-Reprojection.ipynb\r\n",
"AccumulatedPipeline.ipynb\r\n",
"Basic-HAG-KDE.ipynb\r\n",
"Creating-a-Pipeline.ipynb\r\n",
"CropDocs.ipynb\r\n",
"Import-PDAL.ipynb\r\n",
"Index.ipynb\r\n",
"Numpy-ndarrays.ipynb\r\n",
"Reader-Only-Pipeline.ipynb\r\n",
"Replot-KDE-Z.ipynb\r\n",
"S1C1_csd_004.laz\r\n",
"Seaborn-KDEPlot.ipynb\r\n",
"Searching-Near-Point.ipynb\r\n",
"Untitled.ipynb\r\n",
"Untitled1.slides.html\r\n",
"Using-Pandas.ipynb\r\n",
"Validating-and-Executing-the-Pipeline.ipynb\r\n",
"address.txt\r\n",
"address2.txt\r\n",
"bar.laz\r\n",
"baz.laz\r\n",
"clean.laz\r\n",
"\u001b[01;34mdata\u001b[0m/\r\n",
"decimation.laz\r\n",
"\u001b[01;34mfigures\u001b[0m/\r\n",
"foo.json\r\n",
"foo.laz\r\n",
"gh.slides.html\r\n",
"pclblock.json\r\n",
"point_cloud_filters_and_pipelines_foss4g-2017.ipynb\r\n",
"point_cloud_filters_and_pipelines_foss4g-2017.md\r\n",
"point_cloud_filters_and_pipelines_foss4g-2017.slides.html\r\n",
"\u001b[01;34mpoint_cloud_filters_and_pipelines_foss4g-2017_files\u001b[0m/\r\n",
"poisson.laz\r\n",
"range.laz\r\n",
"\u001b[01;34msample-input\u001b[0m/\r\n",
"\u001b[01;34msample-output\u001b[0m/\r\n",
"voxelgrid.laz\r\n",
"xx.xx-Gary-Noble-Difference.ipynb\r\n"
]
}
],
"source": [
"ls"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": []
}
],
"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": "2.7.12"
}
},
"nbformat": 4,
"nbformat_minor": 2
}
Sign up for free to join this conversation on GitHub. Already have an account? Sign in to comment