Abstract
An empirical valence bond (EVB) model is proposed for constructing reactive potential energy surfaces of polyatomic molecular systems. Specifically, it is shown how the exchange potential V{sub 12}(q) of the EVB model can be chosen so that the EVB potential V(q) {triple bond} 1/2(V{sub 11}(q) + V{sub 22}(q)) - ((1/2(V{sub 11}(q) - V{sub 22}(q))){sup 2} + V{sub 12}(q){sub 2}){sup 1/2} exactly reproduces the transition-state geometry, energy, and force constant matrix obtained by an independent ab initio calculation. (Here q denotes all the 3N-6 nuclear coordinates of the N-atom system, and V{sub 11} and V{sub 22} are empirical diabatic, i.e., nonreactive, potential functions that describe the reactant and product regions of the potential surface, respectively.) Application of the overall prescription to a variety of two-dimensional test potential surfaces shows that this version of the EVB model provides an excellent description of reactive potential surfaces for a wide variety of situations.
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