Quantum-Mechanical Problems Geometrically Represented within Virtual Ring Theory

Virtual Ring Theory implies replacement of a particle with a ghost ring endowed with certain standards that are used to measure distances and mechanical characteristics in integer numbers. This model is applied to three “classical” quantum-mechanical (QM) problems, 1D-box system, H-atom, and linear oscillator. It is shown that the relevant virtual geometric models entail the same energy levels as follow from the respective exact solutions of the Schrödinger equation. © 2018, Pleiades Publishing, Ltd.