## Abstract The slow computational speed of the generalized valence bond perfect pairing method (GVB‐PP) has been an impediment to its routine use. We have addressed this problem by employing a diatomics in molecules Hamiltonian derived from a second quantization perturbation approach. This results
Comparison of diatomics-in-molecules and simple valence-bond potential surfaces for FH2
✍ Scribed by Donald L. Miller; Robert E. Wyatt
- Publisher
- Elsevier Science
- Year
- 1976
- Tongue
- English
- Weight
- 840 KB
- Volume
- 38
- Category
- Article
- ISSN
- 0009-2614
No coin nor oath required. For personal study only.
✦ Synopsis
The method of diatomirs-in-molecules (DIM) is applied to the I'H2 system, With spin-orbit interaction neglected, all elements of the 24 X 24 ha~~ton~an matrix are tabulated as analytic functions of the six ditomic fragment potential curves.
It is found t&at negkcr of off&iagonal 8 X 8 bfocks in the DIM hamiltonian matrix Ieads to an energy expression for the ground 1 'A' level which is identical to the valence-bond formula used by Blais and TruhIar in dynamical studies of the F + D2 reacfion. The "A" excited level from DIM theory is idtmtical to the result derived by Blais and Truhlar, without ne&ct of the 8 X 8 off-diagonal blocks. The DIM and simple vtience-bonri energies are compared numericatly for noncollinar geometries.
📜 SIMILAR VOLUMES
The method of diatomics-in-molecules (DIM) which constructs the hamiltonian matrix semi-empirically from known atomic and diatomic fragment energy data, is used to generate approximate 3D potential energy hypersurfaces and nonadiabatic coupling coefficients for the system (HeHH) +. To reduce the siz
The earlier developed diatomics-in-molecules DIM model structure for ammonia is used to design a model potential energy surface describing the hydrogen ãbstraction from H᎐NH in the A state. The adequate model representation of the 2 dissociation process serves to illustrate that even a DIM model of
## Abstract This article presents theoretical calculations on bond energies for the first‐row diatomics C~2~, CN, CO, CF, N~2~, NO, NF, O~2~, FO, and F~2~, which vary in bond order from one to three. The atomic‐centered basis functions are systematically augmented with bond functions (BFs), which r
## Abstract Using the harmonic‐approximation approach of the accompanying article and AM1 energy surfaces of terminally blocked amino‐acid residues, we determined physics‐based side‐chain rotamer potentials and the side‐chain virtual‐bond‐deformation potentials of 19 natural amino‐acid residues wit