Abstract: Two suggestions are made to increase the efficiency and accuracy of ab initio optimization of molecular geometries. To improve the convergence of the optimization, a set of internal coordinates, the natural valence coordinates, is suggested. These coordinates originate from vibrational spectroscopy and reduce both harmonic and anharmonic coupling terms in the potential function as much as possible in a purely geometrical definition. The natural valence coordinates are local, eliminate most redundancies, and conform to local pseudosymmetry. Special attention has been paid to ring systems. A computer program has been included in our program system TX90 to generate the natural internal coordinates automatically. The usefulness of the...
The modified extended-Huckel method suggested recently by Calzaferri and co-workers has been paramet...
A computer algorithm is developed to narrow down the list of possible structural geometries of a mol...
Based on a series of energy minimizations with starting structures obtained from the Baker test set ...
We present a new scheme for the geometry optimization of equilibrium and transition state structures...
The goal of computational research in the fields of engineering, physics, chemistry or as a matter o...
The behavior of the geometry optimization of a large set of molecules has been examined. Particular ...
Geometry optimization is an essential part of quantum chemical applications. The diversity of the sc...
We propose a general procedure for the numerical calculation of the harmonic vibrational frequencies...
iii Geometry optimization is a key step in the computational modeling of chemical reactions because ...
A modification of the constrained geometry optimization method by Anglada and Bofill (Anglada, J. M....
A modification of the constrained geometry optimization method by Anglada and Bofill (Anglada, J. M....
We study the mixing parameters for the search of an optimal geometry using the Hamiltonian algorithm...
Pragmatic modeling of a chemical system requires a method that will produce results of desirable acc...
The effective description of molecular geometry is important for theoretical studies of intermolecul...
A linear-scaling scheme for estimating the electronic energy, gradients, and Hessian of a large mole...
The modified extended-Huckel method suggested recently by Calzaferri and co-workers has been paramet...
A computer algorithm is developed to narrow down the list of possible structural geometries of a mol...
Based on a series of energy minimizations with starting structures obtained from the Baker test set ...
We present a new scheme for the geometry optimization of equilibrium and transition state structures...
The goal of computational research in the fields of engineering, physics, chemistry or as a matter o...
The behavior of the geometry optimization of a large set of molecules has been examined. Particular ...
Geometry optimization is an essential part of quantum chemical applications. The diversity of the sc...
We propose a general procedure for the numerical calculation of the harmonic vibrational frequencies...
iii Geometry optimization is a key step in the computational modeling of chemical reactions because ...
A modification of the constrained geometry optimization method by Anglada and Bofill (Anglada, J. M....
A modification of the constrained geometry optimization method by Anglada and Bofill (Anglada, J. M....
We study the mixing parameters for the search of an optimal geometry using the Hamiltonian algorithm...
Pragmatic modeling of a chemical system requires a method that will produce results of desirable acc...
The effective description of molecular geometry is important for theoretical studies of intermolecul...
A linear-scaling scheme for estimating the electronic energy, gradients, and Hessian of a large mole...
The modified extended-Huckel method suggested recently by Calzaferri and co-workers has been paramet...
A computer algorithm is developed to narrow down the list of possible structural geometries of a mol...
Based on a series of energy minimizations with starting structures obtained from the Baker test set ...