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x-cross-section produces weird result
I also posted this question here: https://stackoverflow.com/posts/69336886/edit
I have a simple box (w:400, l=400, height=50):
Here the code to create that box:
# Vertices
vert = np.array([[-200., -200., 0.],
[-200., -200., 50.],
[-200., 200., 0.],
[-200., 200., 50.],
[ 200., -200., 0.],
[ 200., -200., 50.],
[ 200., 200., 0.],
[ 200., 200., 50.]])
# Faces
fa = np.array([[6, 0, 4],
[0, 6, 2],
[4, 6, 5],
[6, 7, 5],
[6, 2, 7],
[2, 3, 7],
[2, 0, 3],
[0, 1, 3],
[0, 4, 1],
[4, 5, 1],
[7, 1, 5],
[1, 7, 3]])
# MESH
mesh = trimesh.Trimesh(vertices= vert,
faces=fa)
The issue
As you can see, the top surface of the box is at z=0
, and the lower surface is at z=50
.
Now, I would expect to see this clearly, when I do a cross-section, using x as a normal:
# X - Normal => AXIS WRONG
slice_ = mesh.section(plane_origin=(0,0,0),
plane_normal=[1,0,0])
slice_2D, to_3D = slice_.to_planar()
slice_2D.show()
... but what I get is this:
You can clearly see that the box cross-section is not positioned correctly, as it should begin at z=0, and extend to z=50.
Interestingly, getting cross-sections with z-normal works perfectly:
# Z - Normal => OK
slice_ = mesh.section(plane_origin=(0,0,0),
plane_normal=[0,0,1])
slice_2D, to_3D = slice_.to_planar()
slice_2D.show()
..if I ask for a cross-section at z=-10, where there should be no box, it rightfully complains.
# Z - Normal => OK
slice_ = mesh.section(plane_origin=(0,0,-10),
plane_normal=[0,0,1])
slice_2D, to_3D = slice_.to_planar()
slice_2D.show()
AttributeError: 'NoneType' object has no attribute 'to_planar'
I would really appreciate any help to get the correct cross-section for the x-normal!
Hey, I think you need to specify the matrix explicitly when using to_planar
, as if the matrix is unspecified the function has to fit a plane which may not be what you want.
@mikedh Thank you very much for your fast response! I am not sure to understand what you mean by "specifying the matrix"? Can I find an example somewhere? More specifically, I am not quite sure what is meant by "Homogeneous transformation matrix" in this context..
@mikedh I also tried to simply turn the mesh by 90 degrees around the x-axis and then take a cross-section with a z-normal, but this somehow didn't work as well. See "EDIT 2" here: https://stackoverflow.com/questions/69336886/python-trimesh-x-cross-section-produces-weird-result
@mikedh After long trial and error I found this method to fix it:
def cross_section(mesh, plane_origin=[0,0,0], plane_normal=[1,0,0]):
slice_ = mesh.section(plane_origin=plane_origin,
plane_normal=plane_normal)
# transformation matrix for to_planar
# I don't know why
to_2D = trimesh.geometry.align_vectors(plane_normal, [0,0,-1])
slice_2D, to_3D = slice_.to_planar(to_2D = to_2D)
return slice_2D, to_3D
slice_2D, to_3D = cross_section(mesh)
slice_2D.show()
Do you understand why this works? Btw: Thank you so much for creating this awesome python package!
@mikedh After long trial and error I found this method to fix it:
def cross_section(mesh, plane_origin=[0,0,0], plane_normal=[1,0,0]): slice_ = mesh.section(plane_origin=plane_origin, plane_normal=plane_normal) # transformation matrix for to_planar # I don't know why to_2D = trimesh.geometry.align_vectors(plane_normal, [0,0,-1]) slice_2D, to_3D = slice_.to_planar(to_2D = to_2D) return slice_2D, to_3D slice_2D, to_3D = cross_section(mesh) slice_2D.show()
Do you understand why this works? Btw: Thank you so much for creating this awesome python package!
Thank you so much! I had a similar issue when slicing with plane that is normal to x-axis. Your last comment saved me 👍
@mikedh After long trial and error I found this method to fix it:
def cross_section(mesh, plane_origin=[0,0,0], plane_normal=[1,0,0]): slice_ = mesh.section(plane_origin=plane_origin, plane_normal=plane_normal) # transformation matrix for to_planar # I don't know why to_2D = trimesh.geometry.align_vectors(plane_normal, [0,0,-1]) slice_2D, to_3D = slice_.to_planar(to_2D = to_2D) return slice_2D, to_3D slice_2D, to_3D = cross_section(mesh) slice_2D.show()
Do you understand why this works? Btw: Thank you so much for creating this awesome python package!
Thank you so much! I had a similar issue when slicing with plane that is normal to x-axis. Your last comment saved me 👍
Thanks for working through this issue cropped up for me as well.