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Time Quanta Present in Simple Quantum Systems

Time Quanta Present in Simple Quantum Systems
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摘要 Differences of the time periods in two independent quantum systems are examined on a semiclassical level. The systems are the electron in the hydrogen atom and a free-electron particle moving in a one-dimensional potential box, respectively. It is demonstrated that in both systems the relativistic correction to the time interval can be expressed as a multiple of the same quantum of time. The size of the quantum is proportional to the ratio of the Planck’s constant and the rest energy of the electron particle. Differences of the time periods in two independent quantum systems are examined on a semiclassical level. The systems are the electron in the hydrogen atom and a free-electron particle moving in a one-dimensional potential box, respectively. It is demonstrated that in both systems the relativistic correction to the time interval can be expressed as a multiple of the same quantum of time. The size of the quantum is proportional to the ratio of the Planck’s constant and the rest energy of the electron particle.
作者 Stanisław Olszewski Stanisław Olszewski(Institute of Physical Chemistry, Polish Academy of Sciences, Warsaw, Poland)
出处 《Journal of Modern Physics》 2021年第7期1005-1011,共7页 现代物理(英文)
关键词 Time Periods of the Electron Oscillations in the Bohr Hydrogen Atom and in a One-Dimensional Potential Box Relativistic Correction to the Difference of the Time Periods Time Quanta Time Periods of the Electron Oscillations in the Bohr Hydrogen Atom and in a One-Dimensional Potential Box Relativistic Correction to the Difference of the Time Periods Time Quanta
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