A new framework for atom-resolved decomposition of second-harmonic generation in nonlinear-optical crystals
YingXing Cheng, Congwei Xie, Zhihua Yang, Shili Pan

TL;DR
This paper introduces a novel, rigorous atom-resolved framework for analyzing second-harmonic generation in nonlinear optical crystals, revealing the hierarchical and cooperative atomic contributions to SHG.
Contribution
The work develops a general AIM-based formalism for atom-resolved optical property decomposition, applied to six UV and deep-UV nonlinear crystals, providing new microscopic insights.
Findings
Two-center atomic contributions dominate SHG in studied crystals.
The framework reveals the significant role of anionic frameworks and cation sublattices.
Cooperative effects between different atomic motifs influence SHG responses.
Abstract
In this work, we develop a new framework for computing atom-resolved contributions to optical properties based on atoms-in-molecules (AIM) schemes. The formalism is independent of the specific AIM method and is made rigorous by partitioning momentum matrix elements into atomic contributions while exactly satisfying the relevant sum rules. We apply it to second-harmonic generation (SHG) in six representative UV and deep-UV nonlinear-optical crystals, namely -\ce{BaB2O4} (BBO), \ce{LiB3O5} (LBO), \ce{CsB3O5} (CBO), \ce{CsLiB6O10} (CLBO), \ce{KBe2BO3F2} (KBBF), and \ce{LiCs2PO4} (LCPO). The atom-triplet decomposition reveals a clear hierarchy for the largest SHG component of each crystal. In general, two-center terms provide the leading contribution, one-center terms remain comparatively small, and fully three-center terms supply an important secondary contribution. A motif-triplet…
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