The Nyström method in electromagnetics

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"Systematically introduces the fundamental principles, equations and advantages of the Nyström method for solving electromagnetic problems. Features the unique benefits of using the Nyström method through numerical comparisons with other numerical and analytical methods. Covers a broad range of application examples that will point the way for future research Market description: Primary: Graduate students, senior undergraduates, and researchers studying engineering electromagnetics, computationa…

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Title Statements

Full title :The Nyström method in electromagnetics / Mei Song Tong, Weng Cho Chew.

Summary

"Systematically introduces the fundamental principles, equations and advantages of the Nyström method for solving electromagnetic problems. Features the unique benefits of using the Nyström method through numerical comparisons with other numerical and analytical methods. Covers a broad range of application examples that will point the way for future research Market description: Primary: Graduate students, senior undergraduates, and researchers studying engineering electromagnetics, computational methods, and applied mathematics Secondary: Practicing engineers/ industry professionals working in engineering electromagnetics and engineering mathematics"--

Edition Statements

Publication Date:©2019

Publication Statements

Publisher(s):Wiley-IEEE Press
Place of Publication:Hoboken, NJ, USA
Language:eng
Publication Date:©2019

The Physical Object

Description:1 online resource

Edition Identifiers

ISBN:9781119284857, 1119284856, 9781119284871, 1119284872, 9781119284888, 1119284880
oclc:on1083675419
LC Classification:QC760
Dewey Decimal:537.01/51

Electromagnetics, physics, and mathematics -- Computational electromagnetics -- Nyström method -- Numerical quadrature rules -- Singularity treatment -- Application to conducting media -- Application to penetrable media -- Incorporation with multilevel fast multipole algorithm -- Application to solve multiphysics problems -- Application to solve time-domain integral equations.