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Sur la loi de l'inverse du cube et les monopôles magnétiques


Michaud, André


Research Papers


Quantum Theory / Particle Physics



Date Published:

November 12, 2017




Monopoles magnétiques, interaction magnétique, Atome de Bohr, atome d'hydrogène isolé, aimants circulaires, modèle des 3-espaces


Il peut être démontré expérimentalement que l'interaction entre les champs magnétiques pour lesquels les deux pôles coïncident géométriquement obéissent à la loi d'attraction et répulsion inverse du cube de la distance (loi d'interaction des champs éloignés), qui prouve que les particules électromagnétiques élémentaires au comportement quasi-ponctuel telle l'électron doivent obéir par similarité à la même loi d'interaction, puisque leurs propres deux pôles magnétiques n'ont pas d'autre choix que de coïncider par structure, étant donné leur comportement quasi-ponctuel. Corollairement, et contrairement aux dipôles électriques dont les deux aspects (deux charges opposées) peuvent être séparés dans l'espace et observés séparément, il peut aussi être démontré que les deux aspects d'un dipôle magnétique dont les pôles coïncident peuvent être séparés seulement dans le temps; caractéristique qui met en évidence le fait que les particules électromagnétiques élémentaires collisionables au comportement quasi-ponctuel sont incapables d'interagir autrement que comme si elles étaient des monopôles magnétiques à tout instant donné.


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