Optical diffraction is one of the few exploited applications of boundary integral equations. In this paper, a numerical model based on boundary integral equations (BIE) is applied to a periodic multilayer. We present possible implementations of a derived algorithm that enables solution, e.g., for over-coated profiles. We give our attention to optical systems producing plasmon waves, for which we study the influence of several structural parameters on the diffraction response. The results are compared with the classical rigorous coupled waves method (RCWM) method, and, the case of non-smooth interface is discussed.Web of Science42469768
Fundamentals of the three-dimensional spatial harmonic analysis (SHA) approach are reviewed, and the...
This study exploits the surface equivalence principle to obtain a reduced system of equations for a ...
A detailed Volume Integral Equation (VIE) formulation for planar plasmonic nano structures with fini...
summary:Optical diffraction on a periodical interface belongs to relatively lowly exploited applicat...
A boundary variation method for the forward modeling of multilayered diffraction optics is presented...
We describe a surface integral-equation (SIE) method suitable for reliable computation of electromag...
summary:We present the formulation of optical diffraction problem on periodic interface based on vec...
A negative dielectric function of e.g. a metal allows to excite surface plasmons (SP) along the inte...
We present a modification of a well-known mathematical model based on the Rigorous Coupled-Wave Anal...
Periodic media problems widely exist in many modern application areas like semiconductor nanostructu...
We study the coupling of plasmons and Dyakonov surface waves propagating at the interfaces between i...
Plasmonics has obtained significant attention in the last few years. Applications are envisaged in c...
First, we study the emission characteristics of the dipole coupling system with a localized surface ...
Available from British Library Document Supply Centre-DSC:DXN012657 / BLDSC - British Library Docume...
Coupled surface plasmons in a thin free-standing metal film with both the interfaces periodically co...
Fundamentals of the three-dimensional spatial harmonic analysis (SHA) approach are reviewed, and the...
This study exploits the surface equivalence principle to obtain a reduced system of equations for a ...
A detailed Volume Integral Equation (VIE) formulation for planar plasmonic nano structures with fini...
summary:Optical diffraction on a periodical interface belongs to relatively lowly exploited applicat...
A boundary variation method for the forward modeling of multilayered diffraction optics is presented...
We describe a surface integral-equation (SIE) method suitable for reliable computation of electromag...
summary:We present the formulation of optical diffraction problem on periodic interface based on vec...
A negative dielectric function of e.g. a metal allows to excite surface plasmons (SP) along the inte...
We present a modification of a well-known mathematical model based on the Rigorous Coupled-Wave Anal...
Periodic media problems widely exist in many modern application areas like semiconductor nanostructu...
We study the coupling of plasmons and Dyakonov surface waves propagating at the interfaces between i...
Plasmonics has obtained significant attention in the last few years. Applications are envisaged in c...
First, we study the emission characteristics of the dipole coupling system with a localized surface ...
Available from British Library Document Supply Centre-DSC:DXN012657 / BLDSC - British Library Docume...
Coupled surface plasmons in a thin free-standing metal film with both the interfaces periodically co...
Fundamentals of the three-dimensional spatial harmonic analysis (SHA) approach are reviewed, and the...
This study exploits the surface equivalence principle to obtain a reduced system of equations for a ...
A detailed Volume Integral Equation (VIE) formulation for planar plasmonic nano structures with fini...