К ВОПРОСУ ОБ ЭНЕРГИИ ДВУХЧАСТИЧНОГО ГРАВИТАЦИОННОГО ВЗАИМОДЕЙСТВИЯ

The generally relativistic motivated explicit analytic expression describing the interacting energy of the pair of nonpoint-like non-spinning masses is found. It is shown that Gibbons’ maximum tension principle allows us to remove the co-ordinate singularities so that the energy of the gravitational two-particle interaction possesses a numerically bounded minimum. It is shown that Gibbons’ maximum force treated in a purely mechanical context possesses the explicit parametric dependence on the interacting mass ratio.