01 January 1970 10 2K Report

In quantum mechanics, the Schrödinger equation calculated wavefunctions with a wave structure over space and changing over time. The Copenhagen interpretation, namely Born‘s interpretation states that the square modulus of the wavefunction represents the probability density function of the particle over space and time. Thus, there will be a distribution of the particle over space because we know particles are moving in the system and may favor some locations.

This is a very confusing explanation that several founders of Quantum Mechanics including Schrödinger himself, Einstein, and de Broglie have formally expressed disagreement.

I have been teaching undergraduate quantum chemistry for several years and also felt difficult to explain the probability density function why there are nodes in the solution where particles will never show up with no particular reason to avoid those places. I have been trying to come up with a different explanation of the wavefunctions with a preprint firstly posted on ChemRxiv in 4/2021. Since then I have been thinking on it and working on revisions while teaching quantum again in the past few years.

DOI: 10.26434/chemrxiv-2022-xn4t8-v17

It reaches a very surprising conclusion that the wavefunction has nothing to do with statistics as Schrödinger himself has argued many times including the famous Schrödinger’s cat thought experiment.

I recently posted the preprint in RG. Please take a read and comments are welcome. I will be teaching quantum again next semester now I have even more difficulties since I have lost beliefs on the classical interpretation.

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