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De Broglies Doppelteilchen Photon (Erweiterte Wiederveröffentlichung PI)


Michaud, André


Research Papers


Quantum Theory / Particle Physics



Date Published:

January 13, 2022




elektromagnetische Theorie, kinetische Energie, Photon, Beschleunigung, Elektron-Positron-Paare, 1,022 MeV, LC-Gleichung, Dreiräumliche Geometrie


Aufstellung einer LC-Gleichung und einer Gleichung für lokale Felder, die permanent lokalisierte Photonen beschreiben, aus der Analyse der kinetischen Energiezirkulation innerhalb der Energiestruktur des Doppelteilchen-Photons, die Louis de Broglie in den frühen 1930er Jahren hypothetisiert hat. Neben anderen interessanten Eigenschaften liefern diese Gleichungen eine mechanische Erklärung für die Eigenschaften des lokalisierten Photons, sich mit Lichtgeschwindigkeit selbst fortzubewegen und sich selbst in einer geraden Linie zu führen, wenn keine externe Wechselwirkung dazu neigt, seine Flugbahn abzulenken. Dieser Beitrag fasst die bahnbrechenden Überlegungen zusammen, die zur Etablierung der mechanischen Umwandlungsprozesse mit elektromagnetischer Energie und Masse von der elektromagnetischen Photonenemission zum Nukleonenaufbau aus der Perspektive der Dreiräumlichen Geometrie führten.


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