Entropy-driven electron density and effective model Hamiltonian for boron systems
Chang-Chun He, Shao-Gang Xu, Yu-Jun Zhao, Hu Xu, and Xiao-Bao Yang

TL;DR
This paper introduces a parameter-free statistical model based on grand canonical ensemble theory that accurately predicts electron density, stability, and structural diversity in boron systems, including clusters and borophene.
Contribution
The BFE model is a novel, parameter-free approach that explains boron structures and bonding, aligning well with first-principles calculations and predicting stability trends.
Findings
Successfully predicts isomer energies and diffusion pathways in borane clusters.
Explains structural diversity through electron density variations.
Identifies stable vacancy patterns in borophene with long-range periodicity.
Abstract
The unique electron deficiency of boron makes it challenging to determine the stable structures, leading to a wide variety of forms. In this work, we introduce a statistical model based on grand canonical ensemble theory that incorporates the octet rule to determine electron density in boron systems. This parameter-free model, referred to as the bonding free energy (BFE) model, aligns well with first-principles calculations and accurately predicts total energies. For borane clusters, the model successfully predicts isomer energies, hydrogen diffusion pathways, and optimal charge quantity for closo-boranes. In all-boron clusters, the absence of B-H bond constraints enables increased electron delocalization and flexibility. The BFE model systematically explains the geometric structures and chemical bonding in boron clusters, revealing variations in electron density that clarify their…
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Taxonomy
TopicsBoron and Carbon Nanomaterials Research · Inorganic Chemistry and Materials · Machine Learning in Materials Science
