Non-Schrödinger Orbitals

Authors

  • Stanislav Ordin.

classical orbit, ionization potential, planck resonance, de broglie waves

Abstract

Schrödinger's "searchlight" made it possible to enlighten the atom and cast shadows on the "Screen of the Observer". But the main trouble of the modern "Quantum Theory" is precisely that it mistook the shadows from the "Elephant" for the "Elephant" itself, for Reality. This led to a catastrophic discrepancy between the allowed calculated energy levels of electrons and the experimental ionization potentials with an increase in the mass of atoms. But the inclusion of "normal illumination" -UNDERSTANDING gives a REAL Quantum Theory, which can be built on the path laid by Planck-de Broglie-Einstein-Heisenberg-Bohm. Quantization adds a new INVARIANT and strictly mathematically, according to Planck, expands complements the Classics, and does not deny it -Resonant orbits of electrons in atoms -Electronic Orbitals correspond to resonant de Broglie waves. And Pontryagin's Dualism of Functional Sets translates Schrödinger's Uncertainty Principle into the Principle of CERTAINTY=OBSERVABILITY.

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How to Cite

Non-Schrödinger Orbitals. (2024). Global Journal of Science Frontier Research, 24(A2), 39-48. https://journalofscience.org/index.php/GJSFR/article/view/102811

References

Stanislav Ordin (2024) Chaos-Imaginary Ostensibility-Orthogonality. 19, 135-151.

Ian Mills, Tomislav Cvitas, Nikola Klayshomman, Kozo Kallay, Kuchitsu (2012) Quanities, Units and Symbols in Physical Chemistry.

S Ordin (2020) Frontier Chemistry Aspects. 20(2), 1-11.

Marat Vladimirovich, Guryev (2017) Wave Function Is not Amplitude of Probability Density. 6(4), 49-50.

Stanislav Ordin (2019) Quantization Essence. 19(1), 21-29.

Stanislav Ordin (2021) Non-Elementary Elementary Harmonic Oscillator. 3(1), 3-008.

Stanislav Ordin, Book (2017) Refinement of basic physical models. 163273.

Stanislav Ordin (2024) Analysis of Newton's Elementary Particle. 193-213.

Stanislav Ordin (2022) Dualism of newton's elementary particle. 4(1), 07-16.

Stanislav Ordin (2022) Imagination and real quantization. 4(1), 35-38.

Stanislav Ordin (2018) Quasinuclear Foundation for the Expansion of Quantum Mechanics. 5, 87-106.

Non-Schrödinger Orbitals

Published

2024-03-29

How to Cite

Non-Schrödinger Orbitals. (2024). Global Journal of Science Frontier Research, 24(A2), 39-48. https://journalofscience.org/index.php/GJSFR/article/view/102811