Applications of a property of the Schrodinger equation to the modeling of conservative discrete systems. II

We have demonstrated in previous papers the following property: The energy which results fl-om the Schrodinger equation can be rigorously calculated b y line integrals of analytical functions, if the Hamilton-Jacobi equation, written for the same system, is satisfied in the space of coordinates by a periodical trajectory. We presented an accurate analysis model, based on th is property. We present now the application of the model to the case of the boron and carbon atoms, to the ions with the same structure, and to the H- 2 and Li-2 molecules.