Topological descriptor of thermal conductivity in amorphous materials
Emi Minamitani, Takuma Shiga, Makoto Kashiwagi, Ippei Obayashi

TL;DR
This paper introduces a topological descriptor based on persistent homology that predicts thermal conductivity in amorphous materials, linking atomic structure to physical properties through machine learning and simulations.
Contribution
It presents a novel topological approach to quantify medium-range order and predict thermal conductivity in amorphous solids, advancing materials design.
Findings
Topological descriptor accurately predicts thermal conductivity.
Identified atomic ring features correlated with thermal properties.
Provides insights into controlling material characteristics via topology.
Abstract
Quantifying the correlation between the complex structures of amorphous materials and their physical properties has been a long-standing problem in materials science. In amorphous Si, a representative covalent amorphous solid, the presence of a medium-range order (MRO) has been intensively discussed. However, the specific atomic arrangement corresponding to the MRO and its relationship with physical properties, such as thermal conductivity, remain elusive. Here, we solve this problem by combining topological data analysis, machine learning, and molecular dynamics simulations. By using persistent homology, we constructed a topological descriptor that can predict the thermal conductivity. Moreover, from the inverse analysis of the descriptor, we determined the typical ring features that correlated with both the thermal conductivity and MRO. The results provide an avenue for controlling…
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Taxonomy
TopicsTopological and Geometric Data Analysis · Homotopy and Cohomology in Algebraic Topology · Leprosy Research and Treatment
