Modeling the Photo-Absorption Properties of Noble Metal Nanoclusters: a Challenge for Density-Functional Theory

15 February 2023, Version 2
This content is a preprint and has not undergone peer review at the time of posting.

Abstract

Modeling the emergence of the plasmon resonance in noble metal nanoclusters is still a challenge to overcome for theoretical chemistry. The systems are indeed too small to neglect quantum-size effects but too large to be easily addressed with quantum mechanics. We test here a robust answer to this still open question: the simplified variant to time-dependent density-functional theory (TDDFT). Applied to extended systems, this electronic structure-based method succeeds to compute a sufficient number of excitations to cover the emergence of plasmon-like states. By employing it under a semilocal exchange-correlation approximation such as PBE, we show that the most intense absorption band, that could be wrongly assigned to the plasmon band, has a strong interband character. We suspect the too low energy gap between $(n-1)d$ and $ns$ valence orbitals as the origin of the $d$-contamination of the excitations. We demonstrate however that a global or range-separated hybrid exchange-correlation approximation such as PBE0 or RSX-PBE0 is a robust answer to the problem. We notice that both approximations are not able to solve at the same time the energy positioning and intensity of the plasmon band, PBE0 being more accurate for energy positioning and RSX-PBE0 for intensity. All in all, we warn the user that a random choice of the exchange-correlation approximation opens the door to getting the correct answer for the wrong reason.

Keywords

noble metal nanoclusters
photo-absorption
simplified time-dependent approximation
density-functional approximations

Supplementary materials

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Supporting Information: Modeling the Photo-Absorption Properties of Noble Metal Nanoclusters: a Challenge for Density-Functional Theory
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Supporting Information for Modeling the Photo-Absorption Properties of Noble Metal Nanoclusters: a Challenge for Density-Functional Theory
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