Difference between revisions of "Conmat.m"

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               giving the Cartesian coordinates of
 
               giving the Cartesian coordinates of
 
               each particle
 
               each particle
 
+
 
         r0  - the distance below which the particles  
 
         r0  - the distance below which the particles  
 
               are to be considered "connected"
 
               are to be considered "connected"

Revision as of 17:40, 5 June 2026

Molecular connectivity matrix calculator with N*log(N) asymptotic complexity scaling with respect to the number or atoms.

Syntax

    conmatrix=conmat(xyz,r0)

Arguments

      xyz  - an array with N rows and three columns,
             giving the Cartesian coordinates of
             each particle

       r0  - the distance below which the particles 
             are to be considered "connected"

Outputs

 conmatrix - a sparse logical matrix containing 1
             at the positions corresponding to the 
             connected particles

See also

dipolar.m, xyz2hfc.m

Version 2.1, authors: Ilya Kuprov