Electromagnetic Uncertainty Analysis Using Stochastic FDFD Method
IEEE Transactions on Antennas and Propagation(2019)
摘要
This paper presents a novel stochastic finite-difference frequency-domain (S-FDFD) method that incorporates the statistical variations of electrical properties directly into the FDFD algorithm by using the delta method approximation. The method is validated through two examples—a 1-D bioelectromagnetic layered model and specific absorption rate in a 2-D slice of a human head model. Comparisons between the single run S-FDFD results and those of the Monte Carlo method (the benchmark in statistical simulations) show that the S-FDFD method can predict the mean and variance of electromagnetic fields with a fair degree of accuracy in a computationally efficient way. Our numerical experiment also shows that the accuracy is highly dependent on the approximation for the correlation coefficients of the variance equations.
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关键词
Mathematical model,Stochastic processes,Frequency-domain analysis,Uncertainty,Monte Carlo methods,Random variables,Numerical models
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