A boundary variation method for the forward modeling of multilayered diffraction optics is presented. The approach permits fast and high-order accurate modeling of periodic transmission optics consisting of an arbi-trary number of materials and interfaces of general shape subject to plane-wave illumination or, by solving a sequence of problems, illumination by beams. The key elements of the algorithm are discussed, as are details of an efficient implementation. Numerous comparisons with exact solutions and highly accurate direct solu-tions confirm the accuracy, the versatility, and the efficiency of the proposed method. © 2004 Optical Societ
In this paper we consider an integral equation algorithm to study the scattering of plane waves by m...
A simple and intuitive formalism is presented to describe diffraction in multi-layered periodic stru...
The aim of the paper is to provide the mathematical foundation of effective numerical algorithms for...
Optical diffraction is one of the few exploited applications of boundary integral equations. In this...
Abstract: "We have recently introduced a method of variation of boundaries for the solution of diffr...
Numerical solution of diffraction problems: a method of variation of boundaries III. Doubly periodic...
summary:Optical diffraction on a periodical interface belongs to relatively lowly exploited applicat...
summary:The paper is devoted to an integral equation algorithm for studying the scattering of plane ...
The C-method is one of the most efficient and versatile method designed for diffraction gratings. Th...
The paper is devoted to an integral equation algorithm for studying the scattering of plane waves by...
The hybrid finite element-boundary integral-uniform geometrical theory of diffraction method with ac...
This recently developed, powerful hybrid technique, which combines the finite element-boundary integ...
Recent progress in nanofabrication, namely of multilayer optics, and the construction of coherent ha...
A spectral collocation multi-domain scheme is developed for the accurate and efficient time-domain s...
The boundary diffraction method (BDM) is an approximate method that permits the derivation of analyt...
In this paper we consider an integral equation algorithm to study the scattering of plane waves by m...
A simple and intuitive formalism is presented to describe diffraction in multi-layered periodic stru...
The aim of the paper is to provide the mathematical foundation of effective numerical algorithms for...
Optical diffraction is one of the few exploited applications of boundary integral equations. In this...
Abstract: "We have recently introduced a method of variation of boundaries for the solution of diffr...
Numerical solution of diffraction problems: a method of variation of boundaries III. Doubly periodic...
summary:Optical diffraction on a periodical interface belongs to relatively lowly exploited applicat...
summary:The paper is devoted to an integral equation algorithm for studying the scattering of plane ...
The C-method is one of the most efficient and versatile method designed for diffraction gratings. Th...
The paper is devoted to an integral equation algorithm for studying the scattering of plane waves by...
The hybrid finite element-boundary integral-uniform geometrical theory of diffraction method with ac...
This recently developed, powerful hybrid technique, which combines the finite element-boundary integ...
Recent progress in nanofabrication, namely of multilayer optics, and the construction of coherent ha...
A spectral collocation multi-domain scheme is developed for the accurate and efficient time-domain s...
The boundary diffraction method (BDM) is an approximate method that permits the derivation of analyt...
In this paper we consider an integral equation algorithm to study the scattering of plane waves by m...
A simple and intuitive formalism is presented to describe diffraction in multi-layered periodic stru...
The aim of the paper is to provide the mathematical foundation of effective numerical algorithms for...