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  • The recently published application of a diffusion equation to prediction of distances of planets in the solar system has been identified as a two-dimensional Coulomb problem. A different assignment of quantum numbers in the solar system has been proposed. This method has been applied to the moons of Jupiter on rescaling.
  • The recently published application of a diffusion equation to prediction of distances of planets in the solar system has been identified as a two-dimensional Coulomb problem. A different assignment of quantum numbers in the solar system has been proposed. This method has been applied to the moons of Jupiter on rescaling. (en)
  • Nedávno publikovaná aplikace difúzní rovnice na předpověď vzdáleností planet ve Sluneční soustavě byla identifikována jako dvourozměrný Coulombův problém. Bylo navrženo rozdílné přiřazení kvantových čísel ve Sluneční soustavě. Po změně měřítka byla tato metoda aplikována na měsíce Jupitera. (cs)
Title
  • Distribution of distances in the solar system
  • Distribution of distances in the solar system (en)
  • Rozdělení vzdáleností ve Sluneční soustavě (cs)
skos:prefLabel
  • Distribution of distances in the solar system
  • Distribution of distances in the solar system (en)
  • Rozdělení vzdáleností ve Sluneční soustavě (cs)
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  • RIV/61989592:15310/07:00004770!RIV08-MSM-15310___
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  • 293-307
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  • Z(MSM6198959213)
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  • 417628
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  • RIV/61989592:15310/07:00004770
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  • Solar system; modified Schrödinger equation; two-dimensional quantum Coulomb problem; allowed distances of planets (en)
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  • [9A36B7BA7864]
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  • Ann Arbor, MI, USA
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  • Hadron models and related New Energy issues
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  • Lukš, Antonín
  • Peřinová, Vlasta
  • Pintr, Pavel
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  • InfoLearnQuest Publisher
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  • 978-1-59973-042-4
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  • 15310
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