The authors present a broad overview of the recent efforts in computational electromagnetics to develop and implement more robust, accurate and efficient algorithms. With the recent improvement in available computing power, this is a timely overview of a rapidly developing subject.
The authors present a broad overview of the recent efforts in computational electromagnetics to develop and implement more robust, accurate and efficient algorithms. With the recent improvement in available computing power, this is a timely overview of a rapidly developing subject.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
* Chapter 1: Introduction * Chapter 2: New trends in computational electromagnetics * Chapter 3: New trends in frequency-domain surface integral equations * Chapter 4: New trends in frequency-domain volume integral equations * Chapter 5: New trends in time-domain integral equations * Chapter 6: New trends in time-domain methods for plasmonic media * Chapter 7: New trends in finite element methods * Chapter 8: New trends in geometric modeling and discretization for integral equations * Chapter 9: New trends in hierarchical vector basis functions * Chapter 10: New trends in analysis of electromagnetic fields in multilayered media * Chapter 11: New trends in acceleration and parallelization techniques * Chapter 12: New trends in periodic problems and determining related eigenvalues * Chapter 13: New trends in algebraic preconditioning * Chapter 14: New trends in high-frequency techniques and hybridizations * Chapter 15: New trends in uncertainty quantification for large-scale electromagnetic analysis: from tensor product cubature rules to spectral quantic tensor-train approximation
* Chapter 1: Introduction * Chapter 2: New trends in computational electromagnetics * Chapter 3: New trends in frequency-domain surface integral equations * Chapter 4: New trends in frequency-domain volume integral equations * Chapter 5: New trends in time-domain integral equations * Chapter 6: New trends in time-domain methods for plasmonic media * Chapter 7: New trends in finite element methods * Chapter 8: New trends in geometric modeling and discretization for integral equations * Chapter 9: New trends in hierarchical vector basis functions * Chapter 10: New trends in analysis of electromagnetic fields in multilayered media * Chapter 11: New trends in acceleration and parallelization techniques * Chapter 12: New trends in periodic problems and determining related eigenvalues * Chapter 13: New trends in algebraic preconditioning * Chapter 14: New trends in high-frequency techniques and hybridizations * Chapter 15: New trends in uncertainty quantification for large-scale electromagnetic analysis: from tensor product cubature rules to spectral quantic tensor-train approximation
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