[图书][B] Mathematical and computational methods in photonics and phononics
The fields of photonics and phononics encompass the fundamental science of light and
sound propagation and interactions in complex structures, as well as its technological …
sound propagation and interactions in complex structures, as well as its technological …
On anomalous localized resonance and plasmonic cloaking beyond the quasi-static limit
In this paper, we give the mathematical construction of novel core-shell plasmonic structures
that can induce anomalous localized resonance and invisibility cloaking at certain finite …
that can induce anomalous localized resonance and invisibility cloaking at certain finite …
Spectral analysis of Neumann-Poincar\'e operator
This is a survey of accumulated spectral analysis observations spanning more than a
century, referring to the double layer potential integral equation, also known as Neumann …
century, referring to the double layer potential integral equation, also known as Neumann …
Recent progress on the mathematical study of anomalous localized resonance in elasticity
L Hongjie - Electronic Research Archive, 2020 - aimsciences.org
We consider the anomalous localized resonance induced by negative elastic metamaterials
and its application in invisibility cloaking. We survey the recent mathematical developments …
and its application in invisibility cloaking. We survey the recent mathematical developments …
Regularized integral equation methods for elastic scattering problems in three dimensions
OP Bruno, T Yin - Journal of Computational Physics, 2020 - Elsevier
This paper presents novel methodologies for the numerical simulation of scattering of elastic
waves by both closed and open surfaces in three-dimensional space. The proposed …
waves by both closed and open surfaces in three-dimensional space. The proposed …
Analysis of surface polariton resonance for nanoparticles in elastic system
This paper is concerned with the analysis of surface polariton resonance for nanoparticles in
linear elasticity. With the presence of nanoparticles, we first derive the perturbed …
linear elasticity. With the presence of nanoparticles, we first derive the perturbed …
[PDF][PDF] SPECTRAL PROPERTIES OF THE NEUMANN-POINCAR E OPERATOR AND CLOAKING BY ANOMALOUS LOCALIZED RESONANCE: A REVIEW
S FUKUSHIMA, YG JI, H KANG… - Journal of the Korean …, 2023 - ksiam.org
This is a review paper on recent development on the spectral theory of the Neumann-
Poincaré operator. The topics to be covered are convergence rate of eigenvalues of the …
Poincaré operator. The topics to be covered are convergence rate of eigenvalues of the …
Localization and geometrization in plasmon resonances and geometric structures of Neumann-Poincaré eigenfunctions
This paper reports some interesting discoveries about the localization and geometrization
phenomenon in plasmon resonances and the intrinsic geometric structures of Neumann …
phenomenon in plasmon resonances and the intrinsic geometric structures of Neumann …
Analysis of electromagnetic scattering from plasmonic inclusions beyond the quasi-static approximation and applications
This paper is concerned with the analysis of time-harmonic electromagnetic scattering from
plasmonic inclusions in the finite frequency regime beyond the quasi-static approximation …
plasmonic inclusions in the finite frequency regime beyond the quasi-static approximation …
Spectral properties of the Neumann–Poincaré operator in 3D elasticity
Y Miyanishi, G Rozenblum - … Mathematics Research Notices, 2021 - academic.oup.com
We consider the adjoint double layer potential (Neumann–Poincaré (NP)) operator
appearing in 3-dimensional elasticity. We show that the recent result about the polynomial …
appearing in 3-dimensional elasticity. We show that the recent result about the polynomial …