Bader's interatomic surface and Bohmian mechanics
L. Delle Site
TL;DR
This paper extends a statistical analysis of Bader's interatomic surface by incorporating exchange effects and density inhomogeneity, revealing connections with Bohmian mechanics and offering a new interpretation of chemical properties at the atomic level.
Contribution
It introduces an extended Thomas-Fermi-Dirac-Weizsacker model to analyze Bader's interatomic surface, linking it with Bohmian mechanics and providing a novel statistical perspective.
Findings
Connections between Bader's surface and Bohmian mechanics established
Inclusion of exchange effects and inhomogeneity improves analysis
Offers a statistical interpretation of chemical properties in condensed systems
Abstract
A Thomas-Fermi statistical analysis of Bader's interatomic surface developed in a previous work (L.Delle Site, Phys.Lett.A 286 61-64 (2001)) is here extended by considering exchange effects and electron density's inhomogeneity at basic level via Thomas-Fermi-Dirac-Weizsacker model. The results obtained show interesting connections with bohmian mechanics and lead to a statistical interpretation of the chemical properties of condensed systems at atomistic level.
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