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Simple example of the use of the code spheregrid.m.
Finds the peak in the matlab example data PEAKS. Initially uses meshgrid to find a maximum then 'zooms in' and seeds points in a circle around the point found, it then find the maximum and continues the process.
This simple function creates a structure array containing coordinate and colour data for 3D images. The example below shows how the function allows one to use the patch function to plot the whole image or a selection of voxels in 3D. The CData is...
Converts a regular mesh defined by X,Y and Z into a regular triangulation. The output is patch data (triangles) in the faces d-deDUFd-deDt and vertices d-deDUVd-deDt format. The quadrilateral mesh faces are converted to triangles by splitting the...
Creates the PATCH data, the vertices (V) and faces (F) for
a given platonic solid (according to "n" see below) with radius (r)
n=1 -> Tetrahedron
n=2 -> Cube
This function generates patch data (faces d-deDUFd-deDt, vertices d-deDUVd-deDt and color data d-deDUCd-deDt) for 3D images. The patches are only generated for the voxels specified by the linear indices in d-deDUINDd-deDt. The variable...
This function allows plotting of colored 3D arrows by generating patch
data (faces d-deDUFd-deDt, vertices d-deDUVd-deDt and color data d-deDUCd-deDt). The patch data which
allows plotting of 3D quiver arrows with specified (e.g....
This function revolves a 2D polygon around the Z-axis. It copies the 2D data points evenly around the axis and produces a 3D data set suitable for input to MESHGRID and GRIDDATA to create a 3D surface.
Sub-triangulates the triangles defined by the patch format data F (faces) and V (vertices). Can be used to increase the density of triangulated data or to triangulate the icosahedron to create geodesic sphere...
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