Localized and extended collective optical phonon modes in regular and random arrays of contacting nanoparticles: escape from phonon confinement

S. V. Koniakhin; O. I. Utesov; A. G. Yashenkin

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arXiv · 2311.18242

Localized and extended collective optical phonon modes in regular and random arrays of contacting nanoparticles: escape from phonon confinement

S. V. Koniakhin·O. I. Utesov·A. G. Yashenkin

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Abstract

In the present paper, we utilize the coupled-oscillator model describing the hybridization of optical phonons in touching and/or overlapping particles in order to study the Raman spectra of nanoparticles organized into various types of regular and random arrays including nanosolids, porous media, and agglomerates with tightly bonded particles. For the nanocrystal solids, we demonstrate that the ratio of the size variance to the coupling strength allows us to judge the character (localized or propagating) of the optical phonon modes which left the particles of their origin and spread throughout an array. The relation between the shift and the broadening of the Raman peak and the coupling strength and the disorder is established for nanocrystal solids, agglomerates, and porous media providing us with information about the array structure, the structure of its constituents, and the properties of optical phonons.

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S. V. Koniakhin, O. I. Utesov, A. G. Yashenkin. 2023-11-30. Localized and extended collective optical phonon modes in regular and random arrays of contacting nanoparticles: escape from phonon confinement. https://arxiv.org/abs/2311.18242

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