Matter Waves, Schrödinger’s Equation, and Bohm’s Theory

Joseph Milroy Brown

Janne Mikael Karimäki

In this paper the relationship of classical physics and quantum physics is studied by introducing a partial differential equation, which describes classical mechanics, but looks very similar to the Schrodinger wave equation of quantum mechanics. This work is largely based on David Bohm's causal interpretation of quantum mechanics, but is in some sense complementary to it. In Bohm's theory the Schrodinger wave equation is used to derive classical looking equations of motion for quantum physics. Here exactly the opposite is done. The equations of classical physics are put into a form resembling the Schrodinger equation of quantum physics.

Carl S. Helrich

акустика Механика

Margarete Mattes, M. Sorg

The theory of Relativistic Schrödinger Equations offers a local-realistic interpretation for the Bohm-Aharonov effect. The wave function ψ( x ) is built up by a (scalar) localization field l ( x ) and a kinetic (vector) field k µ ( x ), which extends far beyond the support of l ( x ) and thus transfers electromagnetic effects from far away to the location of the wave packet.

Alexander Komech