SN = neighbors(TR, SI)
SN = neighbors(TR, SI) returns the simplex neighbor information for the specified simplices SI.
|SI||SI is a column vector of simplex indices that index into the triangulation matrix TR.Triangulation. If SI is not specified the neighbor information for the entire triangulation is returned, where the neighbors associated with simplex i are defined by the i'th row of SN.|
SN is an m-by-n matrix, where m = length(SI) , the number of specified simplices, and n is the number of neighbors per simplex. Each row SN(i,:) represents the neighbors of the simplex SI(i).
By convention, the simplex opposite vertex(j) of simplex SI(i) is SN(i,j). If a simplex has one or more boundary facets, the nonexistent neighbors are represented by NaN.
A simplex is a triangle/tetrahedron or higher-dimensional equivalent. A facet is an edge of a triangle or a face of a tetrahedron.
Load a 3-D triangulation and use TriRep to compute the neighbors of all tetrahedra.
load tetmesh trep = TriRep(tet, X) nbrs = neighbors(trep)
Query a 2-D triangulation created using DelaunayTri.
x = rand(10,1) y = rand(10,1) dt = DelaunayTri(x,y)
Find the neighbors of the first triangle:
n1 = neighbors(dt, 1)