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Das magnetostatische inverse Würfelgesetz und magnetische Monopole (Grundlegendes Experiment)


Michaud, André


Research Papers


Quantum Theory / Particle Physics



Date Published:

January 23, 2022




Monopole, magnetische Wechselwirkung, Bohr-Atom, isoliertes Wasserstoffatom, Rundmagnete, 3-Räume-Modell


Es kann experimentell nachgewiesen werden, dass die Wechselwirkung zwischen magnetostatischen Feldern, bei denen beide Pole geometrisch übereinstimmen, dem umgekehrten Würfelgesetz der Anziehung und Abstoßung mit der Entfernung (Fernfeld-Wechselwirkungsgesetz) gehorcht, was durch Ähnlichkeit beweist, dass lokalisierte (im Sinne eines punktförmigen Verhaltens) elektromagnetische Elementarteilchen demselben Wechselwirkungsgesetz gehorchen müssen, da ihre beiden eigenen magnetischen Pole durch Struktur übereinstimmen müssen, da sie sich punktförmig verhalten. Im Gegensatz zu den elektrischen Dipolen, deren beide Aspekte (Ladungen mit entgegengesetztem Zeichen) räumlich getrennt und separat beobachtet werden können, kann auch gezeigt werden, dass die beiden Aspekte der magnetischen Dipole, deren Pole zusammenfallen, nur zeitlich getrennt werden können, was die Tatsache unterstreicht, dass punktförmige elektromagnetische Elementarteilchen magnetisch nur so interagieren können, als ob sie zu einem bestimmten Zeitpunkt physikalische magnetische Monopole wären.


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