Riheb Cherif

Associate Professor in Electrical Engineering
ESME

Overview of research area

3D and 2D magnetic problems, nonlinear solvers, finite elements method.

Short biography

Riheb Cherif is an associate professor at ESME Engineering school of Paris since 2020 . She received her diploma in Electrical Engineering and Automatic from CNAM Paris and ENIG school of engineering Tunis in 2016 and a PhD in Electrical Engineering from the university of Lille and the Laboratory of Electrical Engineering L2EP (Laboratoire d’Electrotechnique et d’Electronique de Puissance de Lille) in 2019 . She worked in a postdotoral position in the Laboratory of Electrical Engineering LAMEL (L2EP and EDF lab). Her research interests lie on the modeling filed of 2D and 3D magnetic problems with the Finite Elements Method and nonlinear solvers.

Publications

• J. Drappier, F. Guyomarch, R. Cherif, Y. Le Menach, O. Messal, L. Chevallier, and A. Benabou, Anisotropic Models of Nonlinear Magnetic Behavior Laws for Finite Element Modeling of Iron Losses in a Toroidal Core, IEEE International Magnetics Conference (INTERMAG 2024), Rio de Janeiro, Brazil, May 2024.
• R. Cherif, F. Guyomarch, Z. Tang, L. Chevallier, and Y. Le Menach, Improving the Newton initial guess when solving fast time-varying magnetostatic problems, 24th International Conference on the Computation of Electromagnetic Fields (COMPUMAG), Kyoto, Japan, May 2023.
• H. Kadri, R. Cherif, A. Aitouche, and R. Merzouki, Formal Model for Control of Autonomous Navigation, IEEE 21st International Conference on Sciences and Techniques of Automatic Control and Computer Engineering (STA’2022), pp. 641-647, Sousse, Tunisia, December 2022.
• R. Cherif, Z. Tang, F. Guyomarc’h, L. Chevallier, and Y. Le Menach, An Improved Newton Method Based on Choosing Initial Guess Applied to Scalar Formulation in Nonlinear Magnetostatics, IEEE Transactions on Magnetics, Vol. 55, No. 6, pp. 1-4, 2019.
• R. Cherif, Z. Tang, F. Guyomarch, L. Chevallier, Y. Le Menach, An Improved Starting Point (ISP-) Newton method applied to Vector Potential Formulation Solving 3D Nonlinear Magnetostatic Problems, COMPEL – The International journal for Computation and Mathematics in Electrical and Electronic Engineering, 2018.
• R. Cherif, Z. Tang, F. Guyomarc’h, L. Chevallier, and Y. Le Menach, An Improved Newton Method Based on Choosing Initial Guess Applied to Scalar Potential Formulation in Nonlinear Magnetostatics, IEEE Conference on Electromagnetic Field Computation (CEFC), Hangzhou, China, October 2018.
• R. Cherif, Z. Tang, F. Guyomarc’h, L. Chevallier, and Y. Le Menach, An Improved starting point for Newton’s method solving 3D nonlinear magnetostatic problems, EPNC 2018, Arras, France, June 2018.

PhD of Electrical Engineering

• 2016-2019

  PhD of Electrical Engineering

  Université de Lille, Lille, France
• 2011-2016

  Engineering Diploma in Electrical engineering and Automatic

  CNAM, Paris, France

Associate Professor in Electrical Engineering

• Since 2019

  Associate Professor in Electrical Engineering

  ESME, Lille, France

Awards and Prizes

• 2015

  ENIGROBOTS Prize
• 2015 (Silver medal)

  Robotic Prize
• 2014 (Gold medal)

  Robotic Prize