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Vue d'ensemble des états de résonance fondamentaux de l'atome d'hydrogène (Republication étendue PI)


Michaud, André


Research Papers


Quantum Theory / Particle Physics



Date Published:

January 14, 2022




Fonction d'onde; états de résonance des électrons; particules électromagnétiques élémentaires; électromagnétisme; atome d'hydrogène


Dans les années 1920, l'observation par Louis de Broglie que la séquence de nombres entiers associée aux configurations d'interférence produites par les divers quanta d'énergie électromagnétique émis par l'atome d'hydrogène est identique à celles très bien connues des processus de résonance classiques, lui firent conclure que les électrons sont captifs d'états de résonance dans les atomes. Cela conduisit Schrödinger à proposer une fonction d'onde pour représenter ces états de résonance, qui n'ont toujours pas été réconciliés avec les propriétés électromagnétiques des électrons. Cet article est destiné à identifier et discuter les propriétés d'oscillation harmoniques électromagnétiques que les électrons doivent posséder en tant que résonateurs pour expliquer le volume de résonance décrit par la fonction d'onde, ainsi que les interactions électromagnétiques entre les particules élémentaires chargées constituant les structures atomiques qui pourraient expliquer la stabilité des orbitales électroniques et nucléoniques. Un bénéfice inattendu de la géométrie spatiale plus étendue requise pour établir ces propriétés et interactions est que la symétrie fondamentale requise est respectée par structure pour tous les aspects de la distribution de l'énergie à l'intérieur des quanta électromagnétiques au niveau subatomique.


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