Publications related to Evaluation of the nonlinear response of plasmonic metasurfaces: Miller's rule, nonlinear effective susceptibility method, and full-wave computation

On the Development and Evaluation of Spatial-Domain Green's Functions for Multilayered Structures With Conductive Sheets

Juan Ramon Mosig, Michael Mattes, Ioannis Koufogiannis

This work focuses on Green's functions (GFs) of planar multilayered structures that may include an arbitrary number of conductive sheets. The spectral-domain GFs are derived through an automatized strategy based on the propagator matrix technique, while th ...

Institute of Electrical and Electronics Engineers2015

Dual-band plasmonic resonator based on Jerusalem cross-shaped nanoapertures

Hatice Altug, Arif Engin Cetin, Shyamsunder Erramilli

In this paper, we both experimentally and numerically introduce a dual-resonant metamaterial based on subwavelength Jerusalem cross-shaped apertures. We numerically investigate the physical origin of the dual-resonant behavior, originating from the constit ...

Elsevier2015

Optical forces in nanoplasmonic systems: how do they work, what can they be useful for?

Olivier Martin, Raziman Thottungal Valapu, Robert Julius Wolke

n this article, we share our vision for a future nanofactory, where plasmonic trapping is used to control the different manufacturing steps associated with the transformation of initial nanostructures to produce complex compounds. All the different functio ...

Royal Soc Chemistry2015

Volume Integral Equation Formulation for Medical Applications

Juan Ramon Mosig, Michael Mattes, Ioannis Koufogiannis, Santiago Capdevila Cascante, Mina Bjelogrlic

In recent years, there is a considerable and growing interest in developing fast integral equation methods for solving Maxwell’s equations. Volume integral equations are a versatile technique to model inhomogeneous scattering objects. Numerical tests show ...

2015

Analysis of the finite element heterogeneous multiscale method for quasilinear elliptic homogenization problems

Assyr Abdulle, Gilles Vilmart

A fully discrete analysis of the finite element heterogeneous multiscale method for a class of nonlinear elliptic homogenization problems of nonmonotone type is proposed. In contrast to previous results obtained for such problems in dimension

d\leq2

for ...

Amer Mathematical Soc2014

On the development and evaluation of spatial domain Green Functions for multilayered structures with conductive sheets

Juan Ramon Mosig, Michael Mattes, Ioannis Koufogiannis

This work focuses on Green Functions (GFs) of planar multilayered structures that may include arbitrary number of conductive sheets. The spectral domain GFs are derived through an automatized strategy based on the propagator matrix technique, while the spa ...

2014

Fano resonances in the nonlinear optical response of coupled plasmonic nanostructures

Olivier Martin, Jérémy Butet

The coupling between metallic nanostructures is a common and easy way to control the optical properties of plasmonic systems. Even though the coupling between plasmonic oscillators has been widely studied in the linear regime, its influence on the nonlinea ...

Optical Society of America2014

Mechanisms of Fano Resonances in Coupled Plasmonic Systems

Olivier Martin, Andrea Lovera, Benjamin Gallinet

Fano resonances in hybridized systems formed from the interaction of bright modes only are reported. Despite precedent works, we demonstrate theoretically and experimentally that Fano resonances can be obtained by destructive interference between two brigh ...

Amer Chemical Soc2013

BPX-preconditioning for isogeometric analysis

Annalisa Buffa

We consider elliptic PDEs (partial differential equations) in the framework of isogeometric analysis, i.e., we treat the physical domain by means of a B-spline or NURBS mapping which we assume to be regular. The numerical solution of the PDE is computed by ...

2013

On the evaluation of hyper-singular double normal derivative kernels in surface integral equation methods

Juan Ramon Mosig

A stable and efficient numerical scheme for the evaluation of surface integrals with 1/R-3-type singularities is presented. The method is based on the combination of the direct evaluation method and the singularity subtraction technique. The proposed metho ...

Elsevier2013

Evaluation of the nonlinear response of plasmonic metasurfaces: Miller's rule, nonlinear effective susceptibility method, and full-wave computation

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On the Development and Evaluation of Spatial-Domain Green's Functions for Multilayered Structures With Conductive Sheets

Dual-band plasmonic resonator based on Jerusalem cross-shaped nanoapertures

Optical forces in nanoplasmonic systems: how do they work, what can they be useful for?

Volume Integral Equation Formulation for Medical Applications

Analysis of the finite element heterogeneous multiscale method for quasilinear elliptic homogenization problems

On the development and evaluation of spatial domain Green Functions for multilayered structures with conductive sheets

Fano resonances in the nonlinear optical response of coupled plasmonic nanostructures

Mechanisms of Fano Resonances in Coupled Plasmonic Systems

BPX-preconditioning for isogeometric analysis

On the evaluation of hyper-singular double normal derivative kernels in surface integral equation methods

Dual-band plasmonic resonator based on Jerusalem cross-shaped nanoapertures

Volume Integral Equation Formulation for Medical Applications

Mechanisms of Fano Resonances in Coupled Plasmonic Systems

BPX-preconditioning for isogeometric analysis

On the Development and Evaluation of Spatial-Domain Green's Functions for Multilayered Structures With Conductive Sheets

Optical forces in nanoplasmonic systems: how do they work, what can they be useful for?

Analysis of the finite element heterogeneous multiscale method for quasilinear elliptic homogenization problems

On the development and evaluation of spatial domain Green Functions for multilayered structures with conductive sheets

Fano resonances in the nonlinear optical response of coupled plasmonic nanostructures

On the evaluation of hyper-singular double normal derivative kernels in surface integral equation methods