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Ahmed Elkhalfi
Researcher at Paul Sabatier University
Publications - 31
Citations - 177
Ahmed Elkhalfi is an academic researcher from Paul Sabatier University. The author has contributed to research in topics: Finite element method & Mixed finite element method. The author has an hindex of 5, co-authored 26 publications receiving 147 citations.
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Journal Article
The Atmospheric Momentum Budget over a Major Mountain Range: First Results of the PYREX Field Program
Philippe Bougeault,A. Jansà,Jean-Luc Attié,I. Beau,Bruno Benech,Robert Benoit,Pierre Bessemoulin,Jean-Luc Caccia,Joan Campins,B. Carissimo,Jean-Louis Champeaux,Michel Crochet,A. Druilhet,P. Durand,Ahmed Elkhalfi,Pierre H. Flamant,A. Genovés,Marc Georgelin,Klaus P. Hoinka,Vladislav Klaus,Ernest N’Dri Koffi,Vassiliki Kotroni,Christine Mazaudier,Jacques Pelon,Monique Petitdidier,Y. Pointin,D. Puech,Evelyne Richard,Takehiko Satomura,J. Stein,D. Tannhauser +30 more
TL;DR: The PYREX program is a major field study of the dynamical influence of the Pyrenees mountains (on the border between France and Spain) on the atmospheric circulation as mentioned in this paper.
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Computation of the stress intensity factor KI for external longitudinal semi-elliptic cracks in the pipelines by FEM and XFEM methods
TL;DR: The proposed methodology and outcomes released from this study act as novel design tool for the industrial engineers when is required to generate a robust solution for product development working in critical conditions.
Journal Article
Numerical simulations of a mountain wave observed during the Pyrenees Experiment': hydrostatic/non hydrostatic comparison and time evolution
Ahmed Elkhalfi,B. Carissimo +1 more
Journal ArticleDOI
Analysis of Crack Behaviour in Pipeline System Using FAD Diagram Based on Numerical Simulation under XFEM
Soufiane Montassir,K. Yakoubi,H. Moustabchir,Ahmed Elkhalfi,Dipen Kumar Rajak,Catalin I. Pruncu +5 more
TL;DR: In this article, a pipeline with an axial semi-elliptical surface defect was examined in detail and the use of the extended finite element method (XFEM) was implemented in the commercial version of Abaqus software.
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An a posteriori error estimate for mixed finite element approximations of the navier-stokes equations
TL;DR: The method suggested is based on an algorithm of discretization by mixednite elements with a posteriori estimation of the computed solutions of the incompressible Navi- er-Stokes equations.