Bulletin of the American Physical Society
APS March Meeting 2021
Volume 66, Number 1
Monday–Friday, March 15–19, 2021; Virtual; Time Zone: Central Daylight Time, USA
Session H71: Poster Session I (2:00pm - 4:00pm)
2:00 PM,
Tuesday, March 16, 2021
Abstract: H71.00215 : Geometric and Mathematical Relationship between Bose Cylinders and Slater Type Orbitals and a Special Case for Gaussian Two Poles*
Presenter:
Arno Vigen
(Independent Researcher)
Author:
Arno Vigen
(Independent Researcher)
First, this physical model for Bose cylinders would require four static forces:
E-p electrostatic attraction (opposites attract) as radial inward
Established 1/r repulsion electron-nucleon, potentially as the d(strong nuclear) as radial inward
Weak nuclear force as electron--nucleon attraction to the nucleus axis (weak) as axial inward
Ee-e electrostatic repulsion (like-kind repel) for the electrons in the same hemispheres (subshell-p as 2 hemispheres x 3) as axial outward
Second, in application to electron subshells:
Slater Type Orbitals would this 4-force interaction set and harmonics for a positive endcap radius distance: radial, longitudinal, and latitude for 2nd Quantum Number > 0.
Gaussian Type Orbitals is special case where radial, endcap d= 0 for only two electrons at the poles, only radial, so symmetry seems outward leading to Gauss. This Gaussian behavior would be a 2nd Quantum Number =0.
*None.
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