Quantum-Mechanical Derivation of the Formula of Mass – Energy Equivalence of A. Einstein.

7 Pages Posted: 30 Mar 2020

Date Written: March 4, 2020

Abstract

Using energy quantization according to Planck and de Broglie wave-particle duality, the Einstein mass and energy equivalence formula is theoretically rigorously derived. The conclusion of this formula is also given on the basis of the concepts of classical physics and the principle of mass equivalence. It is shown that the equivalence of invariant and gravitational masses in the micro-world manifests itself as the duality of the wave and particle, which expresses the equivalence of kinetic and potential energies. But, since the equivalence of the particle and wave properties of micro-particles has long been proven experimentally, therefore, the principle of mass equivalence can be considered strictly proved.

Keywords: Planck Energy Quantization, Einstein’s Formula of Mass–Energy Equivalence, de Broglie Wave-Particle Duality, Principle of Mass Equivalence, Invariant Mass, Gravitational Mass

Suggested Citation

Bezverkhniy, Volodymyr and Bezverkhniy, Vitaliy, Quantum-Mechanical Derivation of the Formula of Mass – Energy Equivalence of A. Einstein. (March 4, 2020). Available at SSRN: https://ssrn.com/abstract=3548574 or http://dx.doi.org/10.2139/ssrn.3548574

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