Lidar data visualization: Difference between revisions
From wikiluntti
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=== Lidar Cloud Data to Blender Mesh using Opend3D=== | === Lidar Cloud Data to Blender Mesh using Opend3D=== | ||
Blender | [[File:Open3D las datapoints.png|thumb|The full dataset render in OpenGL.]] | ||
Blender needs mesh, also nodes, faces and vertices. Thus, the data cloud need to be converted to mesh data. We use the Rolling Ball algorithm of Open3d package. | |||
<syntaxhighlight lang="python"> | <syntaxhighlight lang="python"> |
Revision as of 15:01, 30 January 2021
Introduction
Use Lidar data, post analyze it with Python/ Pandas? and use Blender to visualize it.
Theory
The free Lidar data set are available e.g. at Opentopography.org. We use both, the Tif data and LAS data of IT-Ren, Fluxnet site
LAS File Format
LAS@Wikipedia how to print lidar file format las
a) Headers.
b) VLR: Variable Length Record. Include 1) header and 2) payload.
c) Point records. Different point formats 0-10.
LAS in Python
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[Laspy Github] [LasPy]
import numpy as np
import pylas
las = pylas.read( fname )
#np.all(las.user_data == las['user_data'])
point_format = las.point_format
print( point_format )
print( point_format.id )
print( list(point_format.dimension_names) )
from mpl_toolkits import mplot3d
import matplotlib.pyplot as plt
fig = plt.figure()
ax = plt.axes(projection='3d')
N=5000
ax.scatter3D(las.X[:N], las.Y[:N], las.Z[:N], c=las.Z[:N], cmap='Greens');
Lidar Cloud Data to Blender Mesh using Opend3D
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Blender needs mesh, also nodes, faces and vertices. Thus, the data cloud need to be converted to mesh data. We use the Rolling Ball algorithm of Open3d package.
fname = '20150608_it-ren_nadir_densified_point_cloud_merged.las'
import pylas
las = pylas.read( fname )
print('Points from data:', len(las.points))
N=100000
N=25797964
X = np.transpose( [las.X[:N], las.Y[:N], las.Z[:N]] )
cloud = o3d.geometry.PointCloud()
cloud.points = o3d.utility.Vector3dVector(X)
o3d.visualization.draw_geometries([cloud])
how do i convert a 3d point cloud ply into a mesh with faces and vertices