"Magnetic Field Induction and Time Intervals of the Electron Transitions Approached in a Classical and Quantum-Mechanical Way"
written by Stanisław Olszewski,
published by Journal of Modern Physics, Vol.2 No.11, 2011
has been cited by the following article(s):
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[2] Quanta of the Phase-Space Areas Given by Intervals of Energy and Time Associated with Electron Transitions
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[3] 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 …
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[4] Quantum Aspects of the Joule-Lenz Law
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[5] The Bohr Model of the Hydrogen Atom Revisited
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[6] Energy Dissipation in Course of an Electron Transition and the Time of an Individual Transition Between Two Quantum Levels
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[7] Velocity Quanta of the Electron Transitions Obtained from the Uncertainty Principle for Energy and Time
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[8] Relationship Between the Quanta of Different Kind Entering the Hydrogen Atom and Interdependence of the Fundamental Constants of Physics
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[9] Conservation of Energy in Classical Mechanics and Its Lack from the Point of View of Quantum Theory
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[10] Relationship between the Fundamental Constants of Physics Obtained from the Uncertainty Principle for Energy and Time
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[11] Classical Mechanics, Quantum Mechanics and Time Development of the Schroedinger Perturbation Process
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[12] Algorithm for Calculating the Schroedinger Perturbation Series Obtained on the Basis of a Circular Scale of Time
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[13] Electron Spin and Proton Spin in the Hydrogen and Hydrogen-Like Atomic Systems
Journal of Modern Physics, 2014
[14] De Broglie’s Velocity of Transition between Quantum Levels and the Quantum of the Magnetic Spin Moment Obtained from the Uncertainty Principle for Energy and Time
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[15] Circular Scale of Time and Energy of a Quantum State Calculated from the Schr?dinger Perturbation Theory
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[16] Fractional and Integer Quantum Hall Effects Examined in Reference to the Magnetoresistance Effect
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[17] De Broglie's Velocity of Transition between Quantum Levels and the Quantum of the Magnetic Spin Moment Obtained from the Uncertainty Principle for Energy …
2014
[18] Bohr's Spectrum of Quantum States in the Atomic Hydrogen Deduced from the Uncertainty Principle for Energy and Time
Journal of Modern Physics, 2014
[19] Limits of the Transition Time Between Electron States in Metals and Quantum Wells Obtained from the Energy-Time Uncertainty Principle
Quantum Matter, 2013
[20] Relation between the Intervals ΔE and Δt Obtained in the De-Excitation Process of Electrons in Metals
Journal of Modern Physics, 2012
[21] Energy Change and Time of the Electron Transitions in the De-Excitation Process of a Hydrogen-Like Atom
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[22] Intervals ΔE and Δt Entering the Heisenberg Uncertainty Principle for Free Electrons and Their Limitations in the Magnetic Field
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