Journal
IEEE TRANSACTIONS ON MAGNETICS
Volume 58, Issue 9, Pages -Publisher
IEEE-INST ELECTRICAL ELECTRONICS ENGINEERS INC
DOI: 10.1109/TMAG.2022.3165943
Keywords
Numerical models; Integrated circuit modeling; Analytical models; Finite wordlength effects; Mathematical models; Magnetic domains; Upper bound; Cauer ladder network (CLN); error estimation; Maxwell's equations; model order reduction (MOR)
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The Cauer ladder network method allows for the construction of a reduced-based circuit model for analytical or numerical models. This article proposes an error estimator to provide guaranteed upper bounds for the truncation error resulting from the Cauer ladder network method.
The Cauer ladder network (CLN) method enables to construct a reduced-based circuit model of analytical or numerical models, e.g., finite-element (FE) model, under quasistatic approximation. This article proposes an estimator that provides guaranteed upper bounds of the truncation error due to the CLN method. The error estimator is tested on an analytical model and an FE model to validate the approach.
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