Making relativistic quantum mechanics simple
Luis Grave de Peralta, Luis A. Poveda, Bill Poirier
Abstract
Open-access reader
Luis Grave de Peralta, Luis A. Poveda, Bill Poirier
Abstract
Open-access reader
Abstract The fundamentals of a quasi-relativistic wave equation, whose solutions match the Schrödinger results for slow-moving particles but are also valid when the particle moves at relativistic speeds, are discussed. This quasi-relativistic wave equation is then used for examining some interesting quantum problems where the introduction of relativistic considerations may produce remarkable consequences. We argue in favor of the academic use of this equation, for introducing students to the implications of the special theory of relativity in introductory quantum mechanics courses.
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Abstract The fundamentals of a quasi-relativistic wave equation, whose solutions match the Schrödinger results for slow-moving particles but are also valid when the particle moves at relativistic speeds, are discussed. This quasi-relativistic wave equation is then used for examining some interesting quantum problems where the introduction of relativistic considerations may produce remarkable consequences. We argue in favor of the academic use of this equation, for introducing students to the implications of the special theory of relativity in introductory quantum mechanics courses.
Key concepts: Physics, Relativistic mechanics, Relativistic quantum mechanics, Relativistic speed, Relativistic particle, Relativistic wave equations, Theory of relativity, Classical mechanics