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Die erweiterte Maxwellsche Geometrie des Raums und die fundamentale LC-Gleichung des Photons

Author:

Michaud, André

Category:

Research Papers

Sub-Category:

Quantum Theory / Particle Physics

Language:

German

Date Published:

January 17, 2022

File:

/Research Papers-Quantum Theory / Particle Physics/Download/8964

Downloads:

272

Keywords:

Maxwell-Theorie, Maxwell-Gleichungen, elektromagnetische Theorie, streubare Teilchen, kinetische Energie, Kausalität, Beschleunigung, Elektron-Positron-Paare, 1,022 MeV, Neutrino, Photon-LC-Gleichung, 3-Räume

Abstract:

Beschreibung einer neuen Raumgeometrie, die es ermöglicht, die Existenz aller physikalisch kollidierbaren stabilen Teilchen allein aus der elektromagnetischen Theorie von Maxwell zu erklären. Diese umfassendere Geometrie des Raums führt zu einer elektromagnetischen Mechanik der Teilchen, die eine kontinuierliche Reihe klar definierter Sequenzen von Wechselwirkungen umfasst, die eine ununterbrochene kausale Verknüpfung darstellen von:1) die unidirektionalen kinetischen Energiemengen, die durch coulombische oder Gravitationsbeschleunigung in massiven Elementarteilchen induziert werden; 2) die Quantisierung dieser Energie in Form von Photonen, die für das lokale stabile oder metastabile elektromagnetische Gleichgewicht erforderlich ist; 3) die Erzeugung von Elektron/Positron-Paaren bei der Destabilisierung von Photonen mit einer Energie von 1,022 MeV oder mehr; 4) die Entstehung von Protonen und Neutronen aus der Wechselwirkung von Elektronen und Positronen, die gezwungen sind, in Dreiergruppen beider Typen in ei-nem hinreichend kleinen Raumvolumen zu interagieren, wobei die Energie nicht ausreicht, um dem gegenseitigen Einfang zu entgehen, und schließlich 5) auf die Freisetzung eines momentanen Überschusses an metastabiler Ruhemasse in Form von Neutrinos, wenn übererregte massive Elementarteilchen durch das lokale elektromagnetische Gleichgewicht gezwungen werden, auf ihr niedrigstes Ruhemassenniveau zurückzukehren.