The existence of complementary energy bounds for magnetostatic problems discretized by the finite integration technique is proved, when material matrices are constructed according to the so-called energetic approach. A numerical example shows that complementarity provides fast and accurate estimates of global quantities such as the inductance.
Complementary Energy Bounds in FIT for Magnetostatics
MORO, FEDERICO;ALOTTO, PIERGIORGIO
2015
Abstract
The existence of complementary energy bounds for magnetostatic problems discretized by the finite integration technique is proved, when material matrices are constructed according to the so-called energetic approach. A numerical example shows that complementarity provides fast and accurate estimates of global quantities such as the inductance.
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