Titlebook: An Introduction to the Locally Corrected Nystrom Method; Andrew F. Peterson,Malcolm M. Bibby Book 2010 Springer Nature Switzerland AG 2010

Aviary

Book 2010be extended through the use of appropriate singular basis functions and special quadrature rules. This extension is also described. Table of Contents: Introduction / Classical Quadrature Rules / The Classical Nyström Method / The Locally-Corrected Nyström Method / Generalized Gaussian Quadrature / LCN Treatment of Edge Singularities

生命

Introduction,d application in many disciplines; our focus is limited to two-dimensional, electromagnetic scattering problems that have a solution expressed as a scalar function of a single variable. The objective of this lecture is to introduce the reader to the Nyström and LCN methods and provide enough detail

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推测

,The Classical Nyström Method,n perfectly conducting structures. For circular cylinder targets, a flat-cell faceted discretization is compared to using the actual circular surface. While we primarily employ open Gauss-Legendre quadrature, we also illustrate the use of closed trapezoid/Romberg quadrature rules.

parallelism

,The Locally-Corrected Nyström Method,s the “locally corrected” Nyström (LCN) method, was originally proposed in [1–3]. In contrast to the conventional Nyström method, the LCN enables a high accuracy discretization of integral operators whose kernels have either weak or strong singularities. The LCN will be applied to two-dimensional el

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机警

Synthesis Lectures on Computational Electromagneticshttp://image.papertrans.cn/a/image/155564.jpg

配偶

An Introduction to the Locally Corrected Nystrom Method978-3-031-01710-0Series ISSN 1932-1252 Series E-ISSN 1932-1716

CROW

Ralf Bohnsack,Burkhard Schäffern perfectly conducting structures. For circular cylinder targets, a flat-cell faceted discretization is compared to using the actual circular surface. While we primarily employ open Gauss-Legendre quadrature, we also illustrate the use of closed trapezoid/Romberg quadrature rules.

Collar

,The Classical Nyström Method,n perfectly conducting structures. For circular cylinder targets, a flat-cell faceted discretization is compared to using the actual circular surface. While we primarily employ open Gauss-Legendre quadrature, we also illustrate the use of closed trapezoid/Romberg quadrature rules.