"Non-Probabilistic Approach to the Time of Energy Emission in Small Quantum Systems"
written by Stanisƚaw Olszewski,
published by Journal of Modern Physics, Vol.6 No.9, 2015
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
2018
[2] Quantum Invariants Descending from the Joule–Lenz Law for the Dissipated Energy Applied in Calculating the Rate of Electron Transitions
ACTA PHYSICA POLONICA A, 2017
[3] Quanta of the Phase-Space Areas Given by Intervals of Energy and Time Associated with Electron Transitions
2017
[4] Equivalence of the Joule-Lenz and Quantum-Mechanical Emission Intensity of the Oscillator Gives the Planck Constant ħ Equal Approximately to a Function of the …
Journal of Computational and Theoretical Nanoscience, 2017
[5] Circular Scale of Time and Construction of the Schrödinger Perturbation Series for Energy Made Simple
2017
[6] Number of Electron Carriers Associated with Quanta of Energy Emission in the Hydrogen Atom
Journal of Computational and Theoretical Nanoscience, 2017
[7] Microstructure Properties of Electron Particle Entering the Maxwell Equation for the Quanta of Magnetic Field
Journal of Computational and Theoretical Nanoscience, 2017
[8] Erratum to “Semiclassical and Quantum-Mechanical Formalism Applied in Calculating the Emission Intensity of the Atomic Hydrogen”[Journal of Modern Physics 7 ( …
2016
[9] Joule-Lenz Energy of Quantum Electron Transitions Compared with the Electromagnetic Emission of Energy
2016
[10] Semiclassical and Quantum-Mechanical Formalism Applied in Calculating the Emission Intensity of the Atomic Hydrogen
2016
[11] Quantum Aspects of the Joule-Lenz Law
2016
[12] Emission Intensity in the Hydrogen Atom Calculated from a Non-Probabilistic Approach to the Electron Transitions
2016
[13] The Bohr Model of the Hydrogen Atom Revisited
Reviews in Theoretical Science, 2016
[14] Size of the Electron Microparticle Calculated from the Oersted Law
2016
[15] Quantum and Classical Approach Applied to the Motion of a Celestial Body in the Solar System
2016
[16] Time of the Energy Emission in the Hydrogen Atom and Its Electrodynamical Background
2016
[17] Conservation of Energy in Classical Mechanics and Its Lack from the Point of View of Quantum Theory
2016
[18] Erratum to “Semiclassical and Quantum-Mechanical Formalism Applied in Calculating the Emission Intensity of the Atomic Hydrogen”[Journal of Modern Physics 7 …
2016
[19] Electrodynamics of the Electron Orbital Motion in the Hydrogen Atom Considered in Reference to the Microstructure of the Electron Particle and Its Spin
Journal of Modern Physics, 2015
[20] Classical Dipole Emission Rate of Energy Compared with Quantum Dissipative Emission Rate
2015