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- W2982385566 abstract "Computational electromagnetics recently emerged to the field of assessing stochastic variation in field solutions. We present a time-domain solver to solve electromagnetic field problems that exhibit dependencies on stochastic parameters. We extend the Finite Integration Technique by a stochastic Galerkin projection which results into an augmented system to simulate the evolution of the stochastic information over space and time using the coefficients of the Polynomial Chaos Expansion representing the field quantities. Hereby, the estimates for the statistical variation can be given within a single simulation run without sampling the parameter space. Furthermore, we demonstrate the effectiveness of the method by analysing a univariate setting." @default.
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- W2982385566 date "2019-09-01" @default.
- W2982385566 modified "2023-10-01" @default.
- W2982385566 title "Uncertainty Analyses for 3D Electromagnetic Field Problems in Time-Domain Simulations with the Finite Integration Technique and Polynomial Chaos" @default.
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