2014•Universal Journal of Physics and ApplicationOpen access

Link between the Relativistic Canonical Quantum Mechanics and the Dirac Equation

В. М. Симулик, I.Yu. Krivsky

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Abstract

The foundations of the relativistic canonical quantum mechanics of a fermionic doublet on the basis of the Schrodinger–Foldy equation of motion are formulated. A brief review of the different ways of the Dirac equation derivation is given. The Dirac equation is derived from the Schrodinger–Foldy equation of the relativistic canonical quantum mechanics. It is shown that our model does not need applying of the negative mass concept of the antiparticle.

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The foundations of the relativistic canonical quantum mechanics of a fermionic doublet on the basis of the Schrodinger–Foldy equation of motion are formulated. A brief review of the different ways of the Dirac equation derivation is given. The Dirac equation is derived from the Schrodinger–Foldy equation of the relativistic canonical quantum mechanics. It is shown that our model does not need applying of the negative mass concept of the antiparticle.

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The foundations of the relativistic canonical quantum mechanics of a fermionic doublet on the basis of the Schrodinger–Foldy equation of motion are formulated. A brief review of the different ways of the Dirac equation derivation is given. The Dirac equation is derived from the Schrodinger–Foldy equation of the relativistic canonical quantum mechanics. It is shown that our model does not need applying of the negative mass concept of the antiparticle.

Key concepts: Physics, Dirac equation, Relativistic quantum mechanics, Two-body Dirac equations, Dirac sea, Schrödinger equation, Relativistic mechanics, Dirac (video compression format)

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