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cvoronoi computes the smallest circumscribed, the greatest inscribed and the best approaching circles of a set of 2D points. The method is based on the Voronoi diagram properties. Data can be generated randomly or by mouse click or by reading a data file.
cvoronoi requires the Qhull suite to run (www.geom.umn.edu/software/qhull). It should run both on unix and windows. Modify line 75 to set the path to Qhull suite.
Change directory by using a keyword (search folders matching the keyword)
Several possible actions:
- select one or several folders to search within (use "go :add");
- search a folder containing a given keyword...
Surf property "vertexnormals" are updated correctly.
[x,y,z] = sphere(20);
% light is on -Y axis,...
I had to compute the length of arcs of Earth's meridian. I noticed that there was no analytical solution for this so I wrote this very simple function.
It computes the arc length of an ellipse centered on (0,0) with radius a (along OX)...
radit2d is a small interactive program that allows the study of room acoustic properties. The principle is to compute the direct sound and the first reflection propagation in a room. The computation is based on the Image Theory. Results are either...
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