Difference between revisions of "Points2mult.m"
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Computes multipole moments of a set of points with user-specified spin populations. Syntax: | Computes multipole moments of a set of points with user-specified spin populations. Syntax: | ||
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Ilm=points2mult(xyz,mxyz,rho,L,method) | Ilm=points2mult(xyz,mxyz,rho,L,method) | ||
Revision as of 15:03, 5 April 2026
Computes multipole moments of a set of points with user-specified spin populations. Syntax:
Ilm=points2mult(xyz,mxyz,rho,L,method)
The multipoles in question are described in http://dx.doi.org/10.1039/c6cp05437d
Parameters:
xyz - coordinates as [x y z] with multiple rows,
at which density rho is evaluated, in Angstroms.
mxyz - paramagnetic centre coordinates as [x y z], in
Angstroms.
L - array of ranks of spherical harmonics of the density
rho - column of the densities at the points xyz
method - 'points' or 'grid'. If the spin density is supplied
as Mulliken spin populations at individual nuclei,
choose 'points'; if the spin density is supplied as
a probability on a uniform cubic grid obtained from
ndgrid() function and vectorised, use 'grid'. In the
latter case, the point coordinates must also come
from ndgrid() function.
Output:
Ilm - multipole moments of the spin density
Version 1.9, Authors: Elizaveta Suturina