Intersection of a plane with an arbitrary surface data. The surface must be in the form of faces and vertices strcture such as patch function and the faces of the surface must be defined with triangles. fv =
faces: [number of faces x 3 double]
vertices: [number of vertices x 3 double]
"p0" and "n" is used to define the plane. "p0" is a point that lies on
the plane and "n" is the normal vector of the plane.
The function actually calculates intersection segments of triangels of
the surface with the plane and finally all the calculated segments is
linked to each other to form a continuous intersection region
Note: You must compile provided mex file firstly
Mehmet OZTURK (2020). intersectPlaneSurf II (https://www.mathworks.com/matlabcentral/fileexchange/32256-intersectplanesurf-ii), MATLAB Central File Exchange. Retrieved .
Thank you! If the segments which are distiguished within your code are not "closed", are they given then also as a seperate segment (as an output entry in the cell)?
Error: Could not detect a compiler on local system
which can compile the specified input file(s)
what compiler do I need for this to work?
You have to compile the mex-file:
Thank you very much for the script. I've installed the toolbox on my machine with Matlab R2015a, but when I run the function I get the error 'Undefined function or variable 'IntersectPlaneTriangle'. How can I solve this?
Nice function, thanks!
Will be available as a Toolbox file
Not an update, a small correction has been made in the name of the function.