1959
DOI: 10.1103/physrev.115.374
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Classical Theory of Electronic and Ionic Inelastic Collisions

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Cited by 385 publications
(67 citation statements)
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“…In first, there are experimental excitation cross-sections from the first level to the second level and the ionization of the first level. Secondly, there are the cross-sections which are obtained in approaching the two bodies' problem of the classical theory and not elastic atom collisions (Gryzinski, 1959). It is known, the methods of classical approaching give correct results with coming electron energies in several times exceeding the threshold energy of a transition.…”
Section: Elementary Processes Of the Hydrogen Atom Excitationmentioning
confidence: 99%
See 1 more Smart Citation
“…In first, there are experimental excitation cross-sections from the first level to the second level and the ionization of the first level. Secondly, there are the cross-sections which are obtained in approaching the two bodies' problem of the classical theory and not elastic atom collisions (Gryzinski, 1959). It is known, the methods of classical approaching give correct results with coming electron energies in several times exceeding the threshold energy of a transition.…”
Section: Elementary Processes Of the Hydrogen Atom Excitationmentioning
confidence: 99%
“…This allows selecting the following corrected expression for the ionization cross section to one coefficient of an «effective» ionization to take into account all transitions m  M. Thus, if a UST equation to introduce «effective» coefficients, we can do not to limit the number of levels in solving of UST equations system that is usually done. The «effective» ionization probability that is calculated of one atom in the original state and one free electron has the appearance (Ostapenko, 1974) (8) where…”
Section: Elementary Processes Of the Hydrogen Atom Excitationmentioning
confidence: 99%
“…4) What the author would be particularly interested in knowing would be if actual semiclassical reasoning could be used to get to an initial prequantum cosmological state. This would be akin to using [13], but even more to the point, using [14] and [15], with both these last references relevant to forming Planck's constant from electromagnetic wave equations. The author points to the enormous Electromagnetic fields in the electroweak era as perhaps being part of the background necessary for such a semiclassical derivation, plus a possible Octonionic space-time regime, as before inflation flattens space-time, as forming a boundary condition for such constructions to occur [16].…”
Section: Review Of Ng [8] With Commentsmentioning
confidence: 99%
“…Then by applying [14] [15] we get  formed by semiclassical reasons In semi classical reasoning similar to [13] ( ) Apply-Machs-Relations…”
Section: Review Of Ng [8] With Commentsmentioning
confidence: 99%
“…Using binary Coulomb's interactions, M. Gryziński explains single and double ionization, radiation of one or triplet lines, diffraction of particles at their dispersion on atoms and molecules [7]. He has showed that taking into account of action of atom electron shell explains Ramsauer's effect about low dispersion of electrons at their low energy [8]- [9]. On the basis of classical mechanics M. Gryziński has received equations for determination of absolute braking energy of particles by any medium in all nonrelativistic spectrums of energies [10].…”
Section: Introductionmentioning
confidence: 99%