Computational Modeling of Uncertainty in Time-Domain Electromagnetics. Chauvière, C., Hesthaven, J. S., & Lurati, L. SIAM Journal on Scientific Computing, 28(2):751–-775, 2006. doi abstract bibtex We discuss computationally efficient ways of accounting for the impact of uncertainty, e.g., lack of detailed knowledge about sources, materials, shapes, etc., in computational time-domain electromagnetics. In contrast to classic statistical Monte Carlo–based methods, we explore a probabilistic approach based on high-order accurate expansions of general stochastic processes. We show this to be highly efficient and accurate on both one- and two-dimensional examples, enabling the computation of global sensitivities of measures of interest, e.g., radar-cross-sections (RCS) in scattering applications, for a variety of types of uncertainties.
@Article{ Chauviere_2006aa,
abstract = {We discuss computationally efficient ways of accounting for the impact of uncertainty, e.g., lack of detailed knowledge about sources, materials, shapes, etc., in computational time-domain electromagnetics. In contrast to classic statistical Monte Carlo--based methods, we explore a probabilistic approach based on high-order accurate expansions of general stochastic processes. We show this to be highly efficient and accurate on both one- and two-dimensional examples, enabling the computation of global sensitivities of measures of interest, e.g., radar-cross-sections (RCS) in scattering applications, for a variety of types of uncertainties.},
author = {Chauvière, Cédric and Hesthaven, Jan S. and Lurati, Laura},
doi = {10.1137/040621673},
file = {Chauviere_2006aa.pdf},
issn = {1064-8275},
journal = {SIAM Journal on Scientific Computing},
keywords = {maxwell,uncertainty,gpc},
langid = {english},
number = {2},
pages = {751–-775},
title = {Computational Modeling of Uncertainty in Time-Domain Electromagnetics},
volume = {28},
year = {2006},
shortjournal = {SIAM J. Sci. Comput.}
}
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