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Spherical harmonics, parameterization

The most common approach to the interpretation of EPR and Mossbauer spectra of siderophores is the spin Hamiltonian formalism. The wavefimctions are parameterized in terms of a few coupling constants that arise in the spin Hamiltonian description of the electronic states. In this approach, the crystal field potential is generally described by a series of spherical harmonics. The corresponding operators are tabulated. ... [Pg.2339]

The Angular-Overlap Model for Linearly Ligating Ligands. Axial Spherical Harmonic and Angular Overlap Symmetry Parameterizations... [Pg.85]

Spherical harmonics provide a parameterization of three-dimensional shape which is especially useful for protein structure description (4). Overlap volume comparisons are the basis for the Molecular Shape Analysis (MSA) method of Hopfinger (5,6). TTiis technique has been extended to include a quantification of the steric and electrostatic fields surrounding a molecule (7). A further refinement of field analysis, which merges statistical and molecular modeling techniques, is the COMparative Molecular Field Analysis method (COMFA) of Cramer (8). These latter approaches seek to encode information about more than just steric bulk or form. They express multivariate information about the structure, so they might be considered multidimensional shape descriptors. [Pg.71]


See other pages where Spherical harmonics, parameterization is mentioned: [Pg.283]    [Pg.158]    [Pg.31]    [Pg.57]   


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Parameterizing

Spherical harmonic

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