Local Spin Density Approximation Strongly Improved by a Better-Informed Local Scaling of Its Self-Interaction Correction

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Authors: Chandra Shahi, Rohan Maniar, Jinliang Ning, Raj K. Sah, Mark R. Pederson, Adrienn Ruzsinszky, Juan E. Peralta, Koblar A. Jackson, John P. Perdew
Cited by: 1
References: 57

Abstract

High Resolution Image Download MS PowerPoint Slide The Perdew–Zunger self-interaction correction (PZSIC) makes density functional approximations (DFAs) exact for all one-electron densities. However, it overcorrects in many-electron regions, introducing errors for the uniform-density limit, where uncorrected DFAs are exact. The locally scaled PZSIC (LSIC), based on the iso-orbital indicator z σ [which distinguishes single-orbital and slowly varying density regions and is used with the local spin density approximation (LSDA)], restores the uniform-density limit and significantly improves results for many properties, including chemical reaction barrier heights, atomization energies, and ionization potentials. Yet, LSIC performs poorly for weakly bonded systems, leaving many unbound, due to limitations of its iso-orbital indicator. To correct this, in this work we propose a new local scaling, LSIC-α, based on the iso-orbital indicator α σ (which additionally identifies regions of overlapping density tails). A two-parameter scaling function of α σ is fitted to a subset of the nonbonded appropriate norms for the SCAN and r 2 SCAN meta-GGAs, and tested on many properties of main-group atoms, molecules, and molecular complexes. LSIC-α greatly improves the interaction energies of weakly bonded systems in the S22 data set while retaining LSIC’s accuracy for other properties. This work shows that the errors of LSDA (and presumably of higher-level DFAs) can be largely but not entirely repaired by a proper “do no harm” self-interaction correction.

Fields of Study & Subjects

Magnetic properties of thin films Quantum and electron transport phenomena Advanced NMR Techniques and Applications

Publication details

Journal / source
Journal of Chemical Theory and Computation
Publisher
American Chemical Society (ACS)
Volume
22
Issue
11
Pages
5514–5522
Publication date
29 May 2026
Language
EN