Thomas Lee Abshier, ND
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Wave Particle Duality
By: Thomas Lee Abshier, ND
Quantum Mechanical Connection to Wave Particle Duality:
Quantum mechanics predicts the aggregate probability of subatomic particles by using
the Schrödinger Wave Equation (SWE). The probability of finding a particle at any
particular spot resembles a wave-shaped distribution, which in turn can be interpreted
as demonstrating wave-like behavior. The distribution is taken to mean that the
electron is actually a distributed entity spread out over a wave shaped volume.
The Physics Establishment has fully embraced this totally non-intuitive theory because
the theoretical predictions of Quantum Mechanics have corresponded so tightly with
experimental evidence. The list of successes of Quantum Mechanical theory prediction
is long, but notable achievements include: 1) predicting the orbital electron position
probability distribution for various orbital types, 2) The prediction of the allowable
orbital electron energies, and 3) The prediction of the magnitudes of various energy
gaps in semiconductor phenomenon.
The result of the extreme predictive success of Quantum Mechanical theory has given
the theory the appearance of representing actual reality. In other words, the electron
is now considered to have no actual position or existence. This in turn forces a
mental construct that corresponds to the mathematical model that describes the statistical
position the electron may occupy.
But as seen above, we can understand the electron behavior using the intuitively
satisfying theory on an electron which has an actual point of existence at every
moment. The phenomenon of electron annihilation-reformation in its interaction with
the Positive DP gives us a mechanism to explain the probabilistic behavior of the
electron’s position. The SWE merely gives a quantitative description to the probability
of finding an electron at any given position.
Continuing to Resolve the Wave-Particle Duality Problem of the Dual Slit Experiment:
Thus, the paradox of the wave & particle nature of the electron resolves as we examine
the underlying experimental conditions of the dual slit interferometer experiment.
Both the target and particle are surrounded by volumes of polarized DPs, which interact
and change the way the electron jumps. All of the considerations about the electron
manifesting a distributed and particulate nature are resolved with this model. We
can therefore confidently declare that the electron is a particle, with a single
point of existence at any moment.