Real Wave Quantum Mechanics: Solutions for 2-D Simple Harmonic Potential Well - The Origin of Quantized Energy Levels
Abstract
Application of the principles of Real Wave Quantum Mechanics to a small 2-D SHO potential field model is shown to give rise to 'Eigenstructures' having the form of Schrodinger PDFs. By adjusting the frequency of rotation of of the FRs (while leaving the distance between them unchanged) it is possible to make the structures stable (i.e. real eigenvalue of 1). The adjustments of frequency required correspond qualitatively to the standard QM energies with regard to spacing and degeneracy pattern. This is taken as further evidence that QM arises from the underlying interactions of real waves rather than from charged point-like particles in a PDF as proposed by Born. This paper replaces 'Real Wave Quantum Mechanics: Solutions for 2-D Simple Harmonic Potential Well'
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