Abstract :
We present a multilevel Model Order Reduction scheme for enhancing numerical analysis of electromagnetic fields by means of grid based techniques. The scheme allows one to create nested macromodels and combine macromodels with the Fast Frequency Sweep. The implementation of the method is illustrated on the Finite Difference Frequency Domain technique and efficient nodal order reduction algorithm (ENOR) but the concept can easily be applied also for other mesh based methods and other order reduction schemes.
Keywords :
"Finite difference methods","Matrix decomposition","Transfer functions","Frequency domain analysis","Finite element methods","Costs","Iterative algorithms","Laplace equations","Maxwell equations","Electromagnetic modeling"
