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Collective multipole oscillations direct the plasmonic coupling at the nanojunction interfaces. | LitMetric

Collective multipole oscillations direct the plasmonic coupling at the nanojunction interfaces.

Proc Natl Acad Sci U S A

Laser Dynamics Laboratory, School of Chemistry and Biochemistry, Georgia Institute of Technology, Atlanta, GA 30332

Published: September 2019

AI Article Synopsis

  • A systematic study reveals that higher-order plasmon modes significantly affect the plasmonic coupling and spectral response of silver nanoparticle dimers, challenging previous models.
  • The dominant dipolar coupling band in extinction spectra is influenced not just by main band overlaps but also by contributions from multipolar modes, particularly for cubic particles where dipole density at corners is high.
  • As particle size increases, especially for spherical nanoparticles (≥80 nm), the enhanced dipole-multipole interactions lead to stronger plasmonic coupling, impacting behaviors even at larger separations (20 nm).

Article Abstract

We present a systematic study of the effect of higher-multipolar order plasmon modes on the spectral response and plasmonic coupling of silver nanoparticle dimers at nanojunction separation and introduce a coupling mechanism. The most prominent plasmonic band within the extinction spectra of coupled resonators is the dipolar coupling band. A detailed calculation of the plasmonic coupling between equivalent particles suggests that the coupling is not limited to the overlap between the main bands of individual particles but can also be affected by the contribution of the higher-order modes in the multipolar region. This requires an appropriate description of the mechanism that goes beyond the general coupling phenomenon introduced as the plasmonic ruler equation in 2007. In the present work, we found that the plasmonic coupling of nearby Ag nanocubes does not only depend on the plasmonic properties of the main band. The results suggest the decay length of the higher-order plasmon mode is more sensitive to changes in the magnitude of the interparticle axis and is a function of the gap size. For cubic particles, the contribution of the higher-order modes becomes significant due to the high density of oscillating dipoles localized on the corners. This gives rise to changes in the decay length of the plasmonic ruler equation. For spherical particles, as the size of the particle increases (i.e., ≥80 nm), the number of dipoles increases, which results in higher dipole-multipole interactions. This exhibits a strong impact on the plasmonic coupling, even at long separation distances (20 nm).

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Source
http://www.ncbi.nlm.nih.gov/pmc/articles/PMC6765250PMC
http://dx.doi.org/10.1073/pnas.1909416116DOI Listing

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