PHD at the Faculty of Sciences and Techniques Settat (FSTS), Morocco
Mustapha Bouallala was born on May 20, 1986, in El Kelaa des Sraghna, Morocco. He earned a PhD in Applied Mathematics from the Faculty of Sciences and Techniques Settat (FSTS) in 2019, specializing in the mathematical and numerical analysis of contact problems in thermo-electro-viscoelasticity. Mustapha also holds a Master’s degree in Mathematics and Applications and a Bachelor’s degree in Mathematical Sciences and Applications from the Faculty of Sciences Semlalia Marrakech (FSSM). Currently, he is an Assistant Professor at the Multidisciplinary Faculty of Safi, Cadi Ayyad University. His research interests include mathematical modeling, partial differential equations, numerical analysis, and optimization.
Professional Profiles
Education
2019: PhD in Applied Mathematics Thesis Topic: Mathematical and numerical analysis of some Signorini/Tresca contact problems in thermo-electro-viscoelasticity Faculty of Sciences and Techniques Settat (FSTS) Defended on July 18, 2019, before the jury: Pr. Taoufiq GADI – PES, FST – Settat (President)
Experience
2019-Present: Assistant Professor at the Multidisciplinary Faculty of Safi, Cadi Ayyad University 2018-2019: Adjunct Lecturer at Hassan 1st University, FST of Settat 2018-2019: Trainer at the Regional Center for Education and Training Professions of Marrakech (CRMEF), Kelaa des Sraghna Annex 2015-2019: High School Teacher 2008-2014: Middle School Teacher
Research Areas in Applied Mathematics
Mathematical modeling Theory of partial differential equations (PDEs) Numerical analysis Optimization and scientific computing
Research Focus
The individual’s research focuses on the mathematical and computational analysis of contact problems in materials with complex physical properties, specifically thermo-viscoelastic and thermo-piezoelectric materials. This includes the study of frictional and frictionless contact issues, time-fractional derivatives, and the behavior of materials under various stress conditions such as Coulomb’s and Tresca’s friction. Their work employs variational methods, error estimation, and numerical simulations to optimize control and solve these intricate problems, contributing to advancements in the understanding and application of viscoelastic and electro-elastic materials in engineering and technology.
Publications
- On the dynamic Coulomb’s frictional contact problem for thermo‐piezoelectric materials, Publication date: 2024.
- Variational and error estimation for a frictionless contact problem in thermo-viscoelasticity with time fractional derivatives, Publication date: 2024.
- Analysis and Numerical Simulation of Time-Fractional Derivative Contact Problem with Friction in Thermo-Viscoelasticity, Publication date: 2024.
- Optimizing Control for a Piezo-Viscoelastic Contact Challenge Involving Normal Compliance and Coulomb’s Friction, Publication date: 2024.
- A method for solving an electro-viscoelastic contact problem with damped response and friction, Publication date: 2024.
- Analysis and numerical simulation of frictionless contact problem with normal compliance in thermo-viscoelasticity, Publication date: 2024.
- Analysis for unilateral contact problem with Coulomb’s friction in thermo-electro-visco-elasticity, Publication date: 2022.
- A time-fractional of a viscoelastic frictionless contact problem with normal compliance, Publication date: 2023.
- Analysis and numeric of mixed approach for frictional contact problem in electro-elasticity, Publication date: 2020.
- Numerical Analysis of The Penalty Method for Unilateral Contact Problem with Tresca’s Friction in Thermo-Electro-Visco-Elasticity, Publication date: 2020.
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