|
|
QCPE
THIS INFORMATION IS OBSOLETE AND IS PROVIDED ONLY FOR ITS HISTORICAL VALUE
Main / Catalog / Section05
|
479. POLYBOX: Simulation of Molecular Problems by
Particles in One-Dimensional Arrays of Boxes, with
Exact, Variational and Hückel Options
by M. J. Rothman and L. S. Bartell, Department of
Chemistry, and S. J. Rothman, Department of
Mathematics, University of Michigan, Ann Arbor,
Michigan 48109*
Program POLYBOX facilitates comparisons between
molecular systems and arrays of one-dimensional boxes
populated by non-interacting particles with electronic
mass. Quantum calculations are carried out for boxes
with arbitrary depths, widths and separations, modeling
atoms with various electronegativities and sizes.
Energies and wavefunctions can be calculated exactly
and, as desired, by the following approximation
methods. Rigorous variational computations analogous
to LCAO-MO calculations can be carried out with basis
sets, truncated as specified, comprised of exact
single-box wavefunctions. Extended Hückel-type
calculations are also available with the option of
algebraic mean, geometric mean or Hoffmann and Hofmann
(COM-attenuating) matrix elements. For both rigorous
variational and extended Hückel-type calculations,
Mulliken population analyses can be performed.
FORTRAN IV (IBM)
Lines of Code: 2500
*Present address for M. J. and S. J. Rothman is: IBM
Corporation, Hopewell Junction, New York 12533.
|
Computational Chemistry List --- QCPE Main --- About This Site
|