Electronic Structures of Mesoscopic Systems: Unlocking Opportunities with Machine Learning and Orbital-Free Embedding

ORAL

Abstract

The pursuit of accurately predicting equilibrium and out-of-equilibrium electronic structures in mesoscopic materials is a persistent challenge. We present a paradigm that leverages density embedding to rigorously represent the electronic structure as an assembly of interacting subsystems. The subsystems are individually addressed using electronic structure solvers tailored to each subsystem. We demonstrate that state-of-the art orbital-free DFT and time-dependent DFT effectively capture the dynamical interactions between subsystems and serve as efficient electronic structure solvers for metallic and semiconducting surfaces as well as nanoparticles. Machine learning-based solvers prove highly efficient in handling subsystems of small size, significantly reducing computational complexity. We showcase specific applications of this approach in molecular liquids, materials interfaces, and solvated metal complexes.

* NSF CHE-2154760, OAC-1931473

Publication: Shao, X., Paetow, L., Tuckerman, M.E., Pavanello, M., Machine learning electronic structure methods based on the one-electron reduced density matrix. Nat Commun 14, 6281 (2023)

Jessica A. Martinez B, Lukas Paetow, Johannes Tölle, Xuecheng Shao, Pablo Ramos, Johannes Neugebauer, and Michele Pavanello. Which Physical Phenomena Determine the Ionization Potential of Liquid Water? The Journal of Physical Chemistry B, 127 (24), 5470-5480 (2023)

Xuecheng Shao, Andres Cifuentes Lopez, Md Rajib Khan Musa, Mohammad Reza Nouri, and Michele Pavanello
Adaptive subsystem density functional theory. Journal of Chemical Theory and Computation, 18 (11), 6646-6655 (2022)

K Jiang, X Shao, M Pavanello. Nonlocal and nonadiabatic Pauli potential for time-dependent orbital-free density functional theory. Physical Review B 104, 235110 (2021)

Presenters

  • Michele Pavanello

    Rutgers University - Newark

Authors

  • Michele Pavanello

    Rutgers University - Newark