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LABORATOIRE D'ELECTROTECHNIQUE ET D'ELECTRONIQUE DE PUISSANCE DE LILLE

Recherche, Développement et Innovation en Génie Electrique

Seminar in OMN TEAM

The research team OMN specializes in various numerical methods associated with electromagnetic field computation. We regularly organize the Junior Seminar, where presentations are given by our Ph.D. students and postdocs, and we occasionally host an Invited Seminar featuring presentations by external researchers.

If you are interested in giving a talk or exploring collaboration ideas related to our work, please contact Zuqi who is in charge of the seminar. The seminar can be conducted in English or French according to your preference, and there is no time limit for its duration.

Upcoming seminars: 

2026–2027

Mars 12, Junior Seminar

Badr CHERQUAOUI

Développement de méthodes adaptées à la modélisation de défauts complexes en Evaluation Non-Destructive par courants de Foucault

L’inspection des tubes de générateurs de vapeur repose largement sur le Contrôle Non Destructif par Courants de Foucault (CND‑CF). Cette technique consiste à induire des courants de Foucault au sein des tubes, puis à mesurer les perturbations qu’ils subissent lorsqu’ils interagissent avec une fissure. Les signaux obtenus sont riches en information ; cependant, leur interprétation reste délicate. En effet, à partir d’une mesure seule, il est souvent difficile d’établir un lien direct entre le signal et les caractéristiques géométriques de la fissure.

Afin de mieux appréhender ce problème, nous avons développé et validé un modèle de simulation numérique permettant de reproduire virtuellement le procédé CND‑CF, y compris pour des défauts géométriquement complexes. Ce modèle nous a permis de générer une base de données de signaux associée à différents paramètres de fissure. À partir de cette base, nous avons adopté un cadre bayésien visant à explorer l’espace des paramètres de fissure en privilégiant les zones où la densité de probabilité est la plus élevée. Pour cela, nous utilisons des chaînes de Markov. L’objectif n’est pas de déterminer un unique jeu de paramètres, mais d’estimer une densité de probabilité pour chaque paramètre caractérisant la fissure. 

Tarek DERRADJI

Error estimation for quantities of interest in electromagnetic field computation for eddy current non-destructive testing applications

Non-destructive testing (NDT) using eddy currents is widely employed for the inspection of steam generator tubes in nuclear power plants. However, establishing a direct link between sensor output signals and defect characteristics remains challenging. Numerical simulations, such as the finite element method, therefore constitute a valuable tool for building databases that relate defect features to sensor signatures. Nevertheless, numerical errors, largely dominated by mesh quality, may be of the same order of magnitude as the defect signature itself, which complicates the reliable construction of such databases.

To address this issue, a posteriori error estimation techniques specifically targeting quantities of interest (e.g., magnetic flux in a given region), rather than classical global energy-based measures, have been developed. These approaches require the construction of admissible solutions to compute guaranteed error bounds. However, constructing admissible solutions through dual formulations typically requires solving an additional global problem, which leads to significant computational costs and limits their applicability in industrial contexts.

The objective of this Ph.D. thesis is to achieve a practical trade-off between accuracy and computational cost in the construction of admissible solutions, in particular through local reconstruction techniques.
 
In this presentation, the first results of this work are presented for the 3D magnetostatic problem using the Ω-formulation. An alternative strategy based on equilibrated flux reconstruction is investigated, where admissible solutions are obtained by solving small independent problems on vertex patches of the mesh instead of an additional global system. This local approach incorporates a modified formulation to handle discontinuities in magnetic permeability at material interfaces. Preliminary results show that the local reconstruction strategy provides error estimates comparable to those obtained with the global approach while offering the capability to reduce computational cost.

Mars 31, Junior Seminar

Léa SALEH/Sanchez GAETAN

May 05, Junior Seminar

Esteban HUSSON/Timon CALLENS

June 01, Junior Seminar

Vyvien DUMONT/Fatima HASSAN

July 03, Junior Seminar

Chloé PETRYKOWSKI

 

Past seminars:

February 13, Junior Seminar

Majid KHALILI DERMANI 

Bond graph modeling of radiated electromagnetic couplings

Improving the energy efficiency of complex multiphysics systems requires consistent modeling across multiple spatial and temporal scales, from full energy conversion chains to individual components. Energy-based approaches have proven to be particularly effective in providing a unified framework for modeling, simulation, and control across these scales. However, maintaining coherence between detailed physical descriptions and system-level representations remains a major challenge.

Electromagnetic coupling plays a central role in this difficulty, as electromagnetic fields inherently propagate across space and interact with multiple subsystems simultaneously.  Conventional modeling approaches typically rely either on simplified system-level representations or on detailed electromagnetic simulations that remain weakly connected to global energetic behavior. This separation limits the coherence and predictability of electromagnetic analysis, especially in systems where field interactions play a significant role.

This work proposes a unified modeling framework for electromagnetic couplings based on a systemic and energy-consistent approach. The methodology establishes a coherent link between field-based formulations of Maxwell’s equations and macroscopic energetic representations using the bond graph formalism. By embedding spatially discretized electromagnetic field models into an energetic system framework, local phenomena such as coupling effects, losses, and saturation can be analyzed consistently with system-level energy flows.

The proposed approach is supported by detailed numerical formulations and validated through one-, two-, and three-dimensional case studies, including comparisons with commercial electromagnetic simulation tools. The results demonstrate the ability of the framework to capture multiscale electromagnetic effects while preserving energetic consistency.

This work contributes to more coherent modeling and analysis of electromagnetic interactions in electrical devices and provides a foundation for future design, optimization, and educational applications in complex multiphysics systems.

January 13, Junior Seminar

Ilyas BENNIA

Internal and External Magnetic Sensors for Electrical Machine Diagnostics: Experimental Development and FEM-Based Analysis

Electrical machines are everywhere, from industrial drives to household appliances. Like all complex systems, they can develop hidden faults that reduce performance or cause failures. Detecting these issues early is crucial, and magnetic sensing offers a unique window into the inner workings of a machine, revealing internal faults and subtle electromagnetic changes.

By combining detailed finite element simulations with experimental measurements, A framework is created that bridges numerical models and real-world observations. The simulations capture how flux variations ripple inside the motor and radiate into the surrounding magnetic field, while experiments provide tangible evidence of these phenomena under the same operating conditions. Careful analysis in the frequency domain highlights the characteristic spectral fingerprints of faults, allowing a meaningful comparison between what the sensors capture internally and externally.

2025

2024

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