Recherche

Preprints

1. Z. Kerrami, S. Lahbabi, Y. J. Dappe. Supercell energy convergence rate for pure and defective crystals. Submitted for publication.

Publications

1. S. Benjelloun, S. Lahbabi, A. Moussa. Homogenization of 2D materials in the Thomas-Fermi-von Weizsacker theory. Accepted for publication in J. Math. Phys.  arXiv:2312.08067

2. B. Bensiali, S. Lahbabi, A. Maichine, O. Mirinioui. On Density Functional Theory models for one-dimensional homogeneous materials. J. Math. Phys. 1 August 2024; 65 (8): 081903. arXiv:2312.17036

3. Ait Mellal, I., Lahbabi, S., Dahi, K. (2024). Artificial Intelligence for Fault Diagnosis of Induction Motors in Manufacturing (Monitoring 4.0). In: Ezziyyani, M., Kacprzyk, J., Balas, V.E. (eds) International Conference on Advanced Intelligent Systems for Sustainable Development (AI2SD'2023). AI2SD 2023. Lecture Notes in Networks and Systems, vol 930. Springer, Cham. 

4. A. Arraji, S.Benjelloun, S. Lahbabi. Stability of the one electron atom Schrödinger model with magnetic field in two dimensions. Adv. Theor. Math. Phys., 28(5):1597-1623, October 2024 arXiv:2310.12791

5. D. Gontier, S. Lahbabi. A. Maichine. Density Functional Theory for two-dimensional homogeneous materials with magnetic fields. Journal of functional analysis, Volume 285, Issue 9, 2023. arXiv

6. C.Hermama,  Bouchera Bensiali, S. Lahbabi, and A. El Maliki, “Effect of the shape and  the distribution of cells  on the effective thermal conductivity of Polyurethane foam". Polymer Engineering and Science. Published online

7. C. Hermama,  Bouchera Bensiali, S. Lahbabi, and A. El Maliki, “Computational thermal conductivity in polyurethane mixed cell foam: Numerical boundary effects and hybrid model". Accepted for publication in Materials Science for Energy Technologies. 

8. Z. Mansouri, A. Al-Shami, A. Sibari, S. Lahbabi, A. El Kenz, A. Benyoussef, A. El Fatimy, O. Mounkachi. BC2N/Blue Phosphorene Heterostructure as an Anode Material for High-Performance Sodium-Ion Batteries: First Principles Insights. Physical Chemistry Chemical Physics, Issue 4, 2023.

9. V. Chaudhary, P. Neugebauer, O. Mounkachi, S. Lahbabi, A. El Fatimy. Phosphorene - an emerging two-dimensional material: recent advances in synthesis, functionalization, and applications. 2D Mater. 9 032001.

10. G. Tiouitchi et al. Black Phosphorus Synthesized by the Chemical Vapor Transport: Magnetic Properties Induced by Oxygen Atoms. In: SSRN Electronic Journal (Jan. 2022).

11. Z. Mansouri, A. Sibari, A. Al-Shami, S. Lahbabi, A. El Kenz, A. Benyoussef, A. El Fatimy, O. Mounkachi. Graphene/Phosphorene nano-heterostructure as a potential anode material for (K/Na)-ion batteries: Insights from DFT and AIMD. Computational Materials Science, 202:110936, 2022

12. D. Gontier, S. Lahbabi. A. Maichine. Density Functional Theory for two-dimensional homogeneous materials.Commun. Math. Phys. (2021), arXiv

13. A. Jghamou, S. Lahbabi, F. Riane. Automated decisional process for material and equipment selection: Application to the selection of material for water pipes. In Proceedings of the 11th Annual International Conference on Industrial Engineering and Operations Management, Singapore, March 7-11, 2021

14. D. Gontier, S. Lahbabi. The reduced Hartree-Fock model with self-generated magnetic fields. J. Math. Phys., 60, 081902 (2019), arXiv

15. A. El Maliki, C. Hermama, S. Lahbabi. Computational effective thermal of polyurethane foams. IOP Conf. Ser. Mater. Sci. Eng., vol. 783, p. 012024, Apr. 2020

16. A. El Maliki, C. Hermama, S. Lahbabi. Effet de la distribution et de la fraction des cellules fermées et ouvertes sur le calcul de conductivité thermique effective de la mousse polyuréthane à cellules mixtes. In Proceeding DOCSI'19 ENSEM.

17. D. Gontier, S. Lahbabi. Supercell calculations in the reduced Hartree-Fock model for crystals with local defects, Appl. Math. Res. Express, (2016) 1-64, arXiv

18. D. Gontier, S. Lahbabi. Convergence rates of supercell calculations in the reduced Hartree-Fock model. M2AN, 50,5 (2016) 1403-1424, arXiv

19. S. Lahbabi. The reduced Hartree-Fock model for short-range quantum crystals with defects. Ann. Henri Poincaré, 15 (2014), 1403-1450, 2014, arXiv

20. S. Lahbabi, F.Legoll. Effective dynamics for a kinetic Monte-Carlo model with slow and fast time scales. J. Stat. Phys., vol. 153 (6), 931-966, 2013, arXiv

21. E. Cancès, S. Lahbabi, and M. Lewin. Mean-field electronic structure models for disordered materials. In Proceeding of the international Congress on Mathematical Physics, Aalborg (Denmark), August 2012, 2012.

22. E. Cancès, S. Lahbabi, and M. Lewin. Mean-field models for disordered crystals. J. math. pures appl., 100 (2), 241-274, 2013, arXiv.

Thèses

1. Salma Lahbabi. Étude mathématique de la méthode de supercellule pour lescristaux parfaits et les cristaux avec des défauts locaux. Habilitation universitaire, ENSEM, UHIIC, Octobre 2017

2. Salma Lahbabi. Étude mathématique de modèles quantiques et classiques pour les matériaux aléatoires à l'échelle atomique. Thèse de doctorat, Université de Cergy-Pontoise, Juillet 2013.