Licence final project

• Djamila Haddada and Omayma Habbeche - Operation Research (2017): Implementation of the Simplex algorithm
• Nour El Imane Kameche and Houda Boussoussa - Operation Research (2016): Solving a quadratic problem with KKT
• Sabrina Mazigh - Math (2015): The QR algorithm for finding a matrix's eigenvalues
• Rania Amraoui and Asma Bouzina - Operation Research (expected June 2015): Onedimensional unconstrained optimization
• Zina Sebbane and Asma Tahi - Math (2014): Iterative Methods for solving linear systems
• Sara Abar and Hamida Meti - Operation Research (2014): Nonlinear unconstrained optimization for real functions of two variables
• Salaheddine Bouferma and Fateh Bouakline - Math (2013): The Generalized Conjugate Residual Method: Theory, Applications, and Progamming for sparse matrices
• Helena Merchant - Operation Research (2012): The Conjugate Gradient Method: Theory, Applications, and Progamming

State Engineer thesis

• Ahmed Chaouki Zitounni and Oussama Abidat - Mechanical Enginnering, Propulsion (2021): Design of a code for the numerical simulation of shock waves and expansion waves in a onedimensionnel shock tube
  

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• Takfarines Ait-Ali and Fateh Boukria - Mechanical Enginnering (2008): Design of a CFD program for determining the aerodynamic properties of an airfoil
  

Lift and drag are the most important aerodynamic prameters for an airfoil. Accurate values for these parameters may only be obtained via CFD numerical simulations. In the present work, the two students undertook the challenge of writing a twodimensional compressible Navier-Stokes solver based on the new Spectral Difference Method developed by Z. J. Wang in 2006. They used their code to predict the aerodynamic performances of several airfoil shapes.

• Smail Khalfallah and Khalid Mechalikh - Mechanical Engineering (2006): Design of a twodimensional unstructured mesh generator (2006)

The Numerical simulation of a physical problem usually requires solving a set of Partial Differential Equations via a discretization process that requires a grid. The grid, which consists of a set of nodes and elements, covers the entire computational domain. In this work, the two students implement a newly developed method (Per-Olof Persson, MIT Ph.D. 2004) in their code for generating twodimensional unstructured triangular grids for arbitrary shaped regions.

Master thesis

• Oussama Abidat - Mechanical Engineering, Propulsion (2021): A study on shock and expansion waves in a onedimensionnel shock tube
  
• Ahmed Chaouki Zitounni - Mechanical Engineering, Propulsion (2021): A study the effect of the choice of Riemann Solver on shock detection in a onedimensionnel shock tube
  
• Makhlouf Larabi - Thermoenergetics (July 2019): Design and CFD analysis of a VULCAIN-II rocket engine performance by means of the MOC and Spectral Difference methods
  
• Trymore Msindo and Delhunt Libingui - Chemical Process Engineering (2015): Numerical simulation of Reverse Osmosis
  



Physical domain and boundary conditions for the problem of Reverse Osmosis



Salt concentration contours in kg/kg for an inlet velocity u=0.2 m/s

• Aymen Salem and Amel Birem - Chemical Process Engineering (2014): Numerical simulation of Membrane filtration
  
• Abdelkhalek Balehouane - Mathematics (2010): Twodimensional hybrid mesh generation

Ph.D. dissertation

• Hamdache Abderrazaq (USTHB) - Process Engineering (defended March 30, 2022): Modeling inverse osmosis in a spiral tube. Applications in florure retention