Quantum Physics

    

Constructing de Broglie's Periodic Phenomena

Authors: A. Laidlaw

De Broglie waves were originally derived from the Lorentz Transformation of a standing wave, $e^{-i \omega t}$, that has no space dependence. It is shown here that a suitable, physically reasonable, standing wave can be constructed from physical waves that propagate at c, subject to the condition that any field line of the wave vector exists on the surface of a sphere at rest in the comoving frame. This result contradicts the classical picture of a point particle emitting a far field that propagates radially away from it, and it is argued that, while the present construction of de Broglie waves is both local and realistic, Bell Inequalities cannot be derived in de Broglie's context.

Comments: 4 Pages.

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Submission history

[v1] 2016-02-25 08:47:28

Unique-IP document downloads: 321 times

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