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Géométrie maxwellienne augmentée de l'espace et l'équation LC fondamentale du photon

Author:

Michaud, André

Category:

Research Papers

Sub-Category:

Unification Theories

Language:

French

Date Published:

November 26, 2016

Downloads:

487

Keywords:

N/A

Abstract:

Description d'une nouvelle géométrie de l'espace qui permet d'expliquer l'existence de toutes les particules stables physiquement collisionables uniquement à partir de la Théorie Électromagnétique de Maxwell. Cette géométrie plus étendue de l'espace conduit à une mécanique électromagnétique des particules comprenant une série continue de séquences d’interactions clairement définies procurant un lien de causalité ininterrompu à partir: 1) des quantités d'énergie cinétiques unidirectionnelles qui s’induisent par accélération coulombienne ou gravitationnelle dans les particules élémentaires massives; 2) à la quantification de cette énergie sous forme de photons libres de toute quantité de cette énergie en excès de la quantité précise requise par l'équilibre électromagnétique local stable ou métastable; 3) à la création de paires électron/positon lors de la déstabilisation de photons d’énergie 1.022 MeV ou plus; 4) à la création de protons et neutrons à partir de l’interaction d’électrons et positons forcés d’interagir par groupes de trois des deux types dans un volume d’espace suffisamment restreint en ayant une énergie insuffisante pour leur permettre d'échapper à une capture mutuelle et finalement; 5) à la libération sous forme de neutrinos de tout excès momentané de masse au repos métastable (différente de l'augmentation momentanée de masse relativiste due à la vitesse).

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