APPLICATIONS OF A PROPERTY OF THE SCHRODINGER-EQUATION TO THE MODELING OF CONSERVATIVE DISCRETE-SYSTEMS

Recently we have demonstrated in a mathematical paper the following pr operty: The energy which results from the Schrodinger equation can he rigorously calculated by line integrals of analytical functions, if th e Hamilton-Jacobi equation, written for the same system, is satisfied in the space of coordinates by a periodical trajectory. We present now an accurate analysis model of the conservative discrete systems, that is based on this property. The theory is checked for a lot of atomic systems. The experimental data, which are ionization energies, are tak en from well known books.