Advance electromagnetic actuation systems by broadening our fundamental understanding.
The ElectroMechanics Lab (EMLe) is one of two research labs within the electromechanics and power electronics (EPE) group within the department of electrical engineering of the TU/e. Our research is mainly focused on exploring novel, high-end, integrated, electromechanical system solutions to enhance performance indicators of such systems as compared to the current state-of-art. To explore and ultimately reap the potential of such systems we strive to not only continuously improve our understanding of the underlying physical fundamentals (electromagnetics, mechanics, thermodynamics, material science) of these complex multidomain systems, but to also apply new mathematical methods and techniques to accurately model them. This approach has enabled us to successfully realize experimentally verified actuation concepts for various fields of application, such as over-actuated, non-periodic, non- or quasi-symmetrical, re-configurable structures for high-precision manufacturing, medical technology, robotics and automotive. All in close cooperation with (inter)national industrial and academical partners. A selection of current research projects include:
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Recent Publications
Our most recent peer reviewed publications
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A Light Darwin Implementation of Maxwell's Equations to Quantify Resistive, Inductive and Capacitive Couplings in Windings
AIP Advances (2024) -
Magnetodynamic finite element analysis coupled with a vector hysteresis model applied to a variable flux reluctance machine
IEEE Transactions on Industry Applications (2024) -
A Comparative Study of Finite Element Method and Hybrid Finite Element Method–Spectral Element Method Approaches Applied to Medium-Frequency Transformers with Foil Windings
J : Multidisciplinary Scientific Journal (2023) -
Investigation of Electromagnetic Formulations for Efficient Analysis of MFTs
(2023) -
Inductance Map Regression of Doubly-Excited Electrical Machines Considering Cross-Saturation
IEEE Transactions on Magnetics (2023)