"Emission Intensity in the Hydrogen Atom Calculated from a Non-Probabilistic Approach to the Electron Transitions"
written by Stanisƚaw Olszewski,
published by Journal of Modern Physics, Vol.7 No.8, 2016
has been cited by the following article(s):
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[1] Electrodynamics of the Joule-Lenz Law Applied to the Energy Emission Done by a Free Electron or Harmonically-Oscillating Microparticle
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[2] Quantum Invariants Descending from the Joule-Lenz Law for the Dissipated Energy Applied in Calculating the Rate of Electron Transitions
2017
[3] Quanta of the Phase-Space Areas Given by Intervals of Energy and Time Associated with Electron Transitions
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[4] Circular Scale of Time and Construction of the Schrödinger Perturbation Series for Energy Made Simple
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[5] Number of Electron Carriers Associated with Quanta of Energy Emission in the Hydrogen Atom
Journal of Computational and Theoretical Nanoscience, 2017
[6] Size of the Electron Microparticle Calculated from the Oersted Law
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[7] Joule-Lenz Energy of Quantum Electron Transitions Compared with the Electromagnetic Emission of Energy
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[8] Semiclassical and Quantum-Mechanical Formalism Applied in Calculating the Emission Intensity of the Atomic Hydrogen
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[9] Quantum and Classical Approach Applied to the Motion of a Celestial Body in the Solar System
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[10] Time of the Energy Emission in the Hydrogen Atom and Its Electrodynamical Background
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[11] Conservation of Energy in Classical Mechanics and Its Lack from the Point of View of Quantum Theory
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[12] Erratum to “Semiclassical and Quantum-Mechanical Formalism Applied in Calculating the Emission Intensity of the Atomic Hydrogen”[Journal of Modern Physics 7 ( …
2016
[13] Erratum to “Semiclassical and Quantum-Mechanical Formalism Applied in Calculating the Emission Intensity of the Atomic Hydrogen”[Journal of Modern Physics 7 …
2016