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Two Problems of Time Entering Respectively the Relativistic Mechanics and Electron Transport in Quantum Theory

Two Problems of Time Entering Respectively the Relativistic Mechanics and Electron Transport in Quantum Theory
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摘要 In the relativistic mechanics, we calculate a minimal distance between the time scale of a one-dimensional motion having a larger velocity and the time scale of a similar motion with a lower velocity. Concerning the quantum theory, we demonstrate that mechanical parameters entering the electron motion in the Bohr hydrogen atom can provide us with a correct size of the time interval entering the Joule-Lenz law for the emission energy between two neighbouring quantum levels of the atom. In the relativistic mechanics, we calculate a minimal distance between the time scale of a one-dimensional motion having a larger velocity and the time scale of a similar motion with a lower velocity. Concerning the quantum theory, we demonstrate that mechanical parameters entering the electron motion in the Bohr hydrogen atom can provide us with a correct size of the time interval entering the Joule-Lenz law for the emission energy between two neighbouring quantum levels of the atom.
作者 Stanisław Olszewski Stanisław Olszewski(Institute of Physical Chemistry, Polish Academy of Sciences, Warsaw, Poland)
出处 《World Journal of Mechanics》 2020年第10期186-197,共12页 力学国际期刊(英文)
关键词 Time in the Special Relativity Theory Time in the Quantum Theory of the Bohr Atom Joule-Lenz Law for the Emission of Energy in the Atom Time in the Special Relativity Theory Time in the Quantum Theory of the Bohr Atom Joule-Lenz Law for the Emission of Energy in the Atom
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