Abstract Efficient Model Order Reduction Methods for the calculation of non-linear
electromagnetic systems can be realized using hyperreduction strategies that are known …

The Proper Orthogonal Decomposition (POD) combined with the (Discrete) Empirical
Interpolation Method (DEIM) can be used to reduce the computation time of the solution of a …

Electrodynamic field simulations typically require the solution of large linear systems which
may depend on several variables. Model Order Reduction Techniques offer an approach to …

This paper presents a multilevel Model Order Reduction technique for a 3-D electromagnetic
Finite Element Method analysis. The reduction process is carried out in a hierarchical way …

Purpose–The purpose of this paper is to enable fast finite element (FE) analysis of
electromagnetic structures with multiple geometric design variables. Design/methodology …

To solve a parametric model in computational electromagnetics, the finite-element (FE)
method is often used. To reduce the computational time and the memory requirement, the …

Single-and multi-point model order reduction methods constitute two complementary
approaches to the fast finite element analysis of passive electromagnetic structures over …

In the domain of numerical computation, model order reduction approaches are more and
more frequently applied in mechanics and have shown their efficiency in terms of reduction …

We consider model reduction for magneto‐quasistatic field equations in the vector potential
formulation. A finite element discretization of such equations leads to large‐scale differential …

We applied the proper orthogonal decomposition (POD) method to extract reduced-order
models to efficiently solve nonlinear electromagnetic problems governed by Maxwell's …