A version of de Broglie's double solution theory reproducing Landau's quantization in a uniform magnetic field

TL;DR

This paper presents a model based on de Broglie's double solution theory that successfully reproduces Landau quantization in a uniform magnetic field, offering a novel approach to quantum phenomena modeling.

Contribution

It introduces a new model grounded in de Broglie's double solution theory to replicate Landau levels, bridging classical and quantum descriptions.

Findings

Successfully reproduces Landau levels in a magnetic field

Provides a new theoretical framework for quantum phenomena

Bridges classical wave theory with quantum quantization

Abstract

In this work we develop a model based on the double solution theory of de Broglie in order to reproduce the famous Landau levels splitting in a constant magnetic field.