In this study, using complete sets of noncharged scalar basic functions defined in Hilbert spaces for Standard model-nuclear Fermi (SM-NF) particles with m not equal 1, where m is the rest mass of these particles, the combined Hartree-Fock theory is presented for multideterminantal single configuration states with any number of open and closed shells of atomic-molecular systems. We note that the origin of stability of these systems is the quantum self-frictional forces produced by the SM-NF particles themselves. As an application, the dependence of the quantum self-frictional potentials and forces as a function of the distance from nucleus is investigated. (C) 2015 Physics Essays Publication.