Name: Dr.Fairag, F. A.  Phone: 4463  Off. Loc: 5432  Email: ffairag@kfupm.edu.sa 

Teaching assignment
#  Course  Section  Period  Location  Activity  Days 

1  MATH201  04  07:00AM  592004  LEC  UTR 
2  MATH201  09  10:00AM  63127  LEC  UTR 
3  MATH201  11  09:00AM  63135  LEC  UTR 
Office Hours (Phone: 4463 Office: 5432 )
Sunday  Monday  Tuesday  Wednesday  Thursday 

08:0508:45 
09:4510:40 
08:0508:45 02:2003:15 

08:0508:45 
Sno  Publications  Year  Status 

[1]  Jamal, M.S., Awotunde, A.A., Abdulraheem, A., AlYousef, H.Y., AlMouhamed, M.A. and Fairag, F.A., 2019. Assessment of unsteady Brinkman’s model for flow in karst aquifers. Arabian Journal of Geosciences, 12(1), p.12.  2019  Published 
[2]  Audu, J.D., Fairag, F.A. and Messaoudi, S.A., 2018. On the wellposedness of generalized Darcy–Forchheimer equation. Boundary Value Problems, 2018(1), p.123.  2018  Published 
[3]  AlMahdi, A. and Fairag, F., 2018, November. Block Diagonal Preconditioners for an Image Deblurring Problem with Fractional Total Variation. In Journal of Physics: Conference Series (Vol. 1132, No. 1, p. 012063). IOP Publishing.  2018  Published 
[4]  AlMahdi, A. and Fairag, F., 2018, November. Block Diagonal Preconditioners for an Image Deblurring Problem with Fractional Total Variation. In Journal of Physics: Conference Series (Vol. 1132, No. 1, p. 012063). IOP Publishing.  2018  Published 
[5]  Zaza, A., Awotunde, A.A., Fairag, F.A. and AlMouhamed, M.A., 2016. A CUDA based parallel multiphase oil reservoir simulator. Computer Physics Communications, 206, pp.216.  2016  Published 
[6]  Fairag, F., Alshahrani, M. and Tawfiq, H., 2016. BramblePasciakType Conjugate Gradient Method for Darcy's Equations. SIAM Journal on Matrix Analysis and Applications, 37(1), pp.469489.  2016  Published 
[7]  Fairag, F. A. and H. M. AlQahtani, "RBF meshless methods for NavierStokes equations," in RBF meshless methods for NavierStokes equations, Berlin, Germany, 2012.  2012  
[8]  Fairag, F. A. and Wathen, A., "A Block preconditioning Techniques for the StreamfunctionVorticity Formulation of the NavierStokes Equations," Journal of Numerical Methods for Partial Differential Equations, vol. 28, no. 3, pp. 888898, 2012.  2012  Published 
[9]  Fairag, F. A. and H. J. AlGahtani, "Numerical Solution of Navier Stokes Equations Using Radial Basis Function," in Proceedings of the 10th ICFD Conference on Numerical Methods for Fluid Dynamics (ICFD 2010), 2010.  2010  
[10]  Fairag, F. A. and H. Z. Tawfiq, "Preconditioning Techniques For Incompressible Viscous Flow," Computers & Fluids, Apr. 2010. Submitted.  2010  Submitted 
[11]  Fairag, F. A., "Schur Complement Preconditioners For Saddle Point Problems," in Schur Complement Preconditioners For Saddle Point Problems, Leuven, Belgium, 2010.  2010  
[12]  Fairag, F. A. and H. Z. Tawfiq, "Preconditioned Krylov Subspaces Methods For Incompressible Viscous Flow," in Proceedings of the 10th ICFD Conference on Numerical Methods for Fluid Dynamics (ICFD 2010), 2010.  2010  
[13]  Fairag, F. A. and H. J. AlGahtani, "Numerical Computations of Viscous Incompressible Flow Problems Using RBF Method," Computers & Fluids, Apr. 2010. Submitted.  2010  Submitted 
[14]  Fairag, F. A. and Husain J. AlGahtani, "RBFBased Collocation Method For Navier Stokes Equations," in 5th. 8th. World Congress on Computational Mechanics, European Congress on Computational Methods in Applied Sciences and Engineering. Venice, Italy., 2008.  2008  
[15]  Fairag, F. A., "Comparison of computational times and accuracy for finite element solution of NavierStokes equations and Ladyzhenskaya equations," International Journal for Numerical Methods in Fluids, vol. 56, no. 8, pp. 12251231, 2008.  2008  Published 
[16]  Fairag, F. A. and M. S. Sahimi, "The Alternating Group Explicit (AGE) Iterative Method For Solving A LadyzhenskayaType Model For Stationary Incompressible Viscous Flow," International Journal of Computer Mathematics, vol. 85, no. 2, pp. 287305, 2008.  2008  Published 
[17]  Fairag, F. A., "Finite Difference Method on Triangulation," in 22ed Biennial Conference on Numerical Analysis. University of Dundee, Dundee, Scotland, UK. 2007, 2007.  2007  
[18]  Fairag, F. A., "Finite element approximation of a Ladyzhenskaya model for viscous flow in streamfunction form," in Proceeding Conference on Numerical Methods for Fluid Dynamics CD of ICFD, University of Reading, Reading, UK. 2007, 2007.  2007  
[19]  F. A. Fairag, "Analysis and Finite Elemnet Approximation of A Ladyzhenskaya Model for Viscous Flow in Streamfunction Form.," Journal of Computational and Applied Mathematics, vol. 206, no. 1, pp. 374391, Sep. 2007.  2007  Published 
[20]  M. A. ElGebeily, F. A. Fairag, R. S. Alassar, and M. B. M. Elgindi, "H2 solutions for the stream function and vorticity formulation of the Navierâ€“Stokes equations," Applied Mathematics and Computation, vol. 177, no. 2, pp. 686696, 2006.  2006  Published 
[21]  Fairag, F. A., Mohamed El Shayeb, Zolman bin Hari, Jacqueline Eng Ling Siang, and Norhaida bt Ab Razak, "Analysis of Column Temperature and Fire Resistance," in Utilization of Numerical Techniques to Predict The Thermal Behavior of Wood Column Subjected to Fire Part B Temperature and Fire Resistance, 2005.  2005  
[22]  F. A. Fairag, "Finite Element Computations for Viscous Incompressible Flows Using PureStreamfunction Equation of the Ladyzhenskaya Equations.," WSEAS Transactions on Mathematics, vol. 4, pp. 493499, 2005.  2005  Published 
[23]  F. A. Fairag, "Finite element computations of purestreamfunction equation of the Ladyzhenskaya equations for incompressible fluid," In proceedings of the Proceeding of 8th WSEAS International Conference on Applied Mathematics., 2005.  2005  
[24]  Fairag, F. A., Mohamed El Shayeb, Zolman bin Hari, Jacqueline Eng Ling Siang, Norhaida bt Ab Razak, and Zulfika Anuar, "Sensitivity Analysis," in Utilization of Numerical Techniques to Predict The Thermal Behavior of Wood Column Subjected to Fire Part C, 2005.  2005  
[25]  Mohamed El Shayeb, F. A. Fairag, Zolman bin Hari, Jacqueline Eng Ling Siang, Norhaida bt Ab Razak, and Zulfika Anuar, "Utilization of Numerical Techniques to Predict The Thermal Behavior of Wood Column Subjected to Fire Part A: Using Finite Element Methods to Develop Mathematical Model for Wood Column," In proceedings of the Proceeding of FEOFS, 2005.  2005  
[26]  Balarabe Yushau and F. A. Fairag, "Towards Establishing a Mathematics Learning Center at KFUPM,", Apr. 2004.  2004  
[27]  F. A. Fairag, "Numerical Computations of Viscous, Incompressible Flow Problems Using a TwoLevel Finite Element Method," SIAM Journal on Scientific Computing, vol. 24, no. 6, pp. 19191929, 2003.  2003  Published 
[28]  F. A. Fairag, "Two level finite element technique for pressure recovery from stream function formulation of the NavierStokes equations. Multiscale and multiresolution methods," Lecture Notes in Computer Science and Engineering, vol. 20, pp. 297306, 2002.  2002  Published 
[29]  F. A. Fairag, "A Twolevel Finite Element Discretization for the steam function form of the NavierStokes equations," Computers & Mathematics with Applications, vol. 36, no. 2, pp. 117127, 1998.  1998  Published 
[30]  Chen, K., Fairag, F. and AlMahdi, A., 2016. Preconditioning techniques for an image deblurring problem. Numerical Linear Algebra with Applications, 23(3), pp.570584.  Published 
#  Title  PI/Coordinaor  Members  Sponsor  Grant  Ref #  SDate  EDate  Month  Status 

1  Application of Radial Basis Function to Incompressible Solid and Fluids  Gahtani, J(CE)  F. A. Fairag  KFUPM  Internal Research  IP/200821  Oct 2008  Sep 2010  36  In Progress 
2  Finite Diference Methods on Triangulation  F. A. Fairag  KFUPM  Fast Track  FT/2006/06  Sep 2006  18  Proposed  
3  Theorical and Computation Aspects of the STream Function Form of Ladyzhenskaya  F. A. Fairag  KFUPM  SABIC  Sabbatical Leave Project  Jun 2002  Sep 2002  3  Completed  
4  On the Effect of Sphericity on Forced Convection  R. S. Alassar  F. A. Fairag M. A. ElGebeily  KFUPM  MS/SPHERICITY/225  Jan 2001  Jan 2003  30  Completed  
5  Theoretical and Computational Aspects of the Stream Function Form of a Ladyzhenskaya Model for Incompressible Viscous Flow  F. A. Fairag  KFUPM  MS/STREAM FUNCTION/278  12  Proposed  
6  BAEBritish Council Research Program â€“ Summer 2009  F. A. Fairag  KFUPM  British Council Grant  3  Completed 
Course  Section  Semester  F1,F2.. :Final Exams, E1,E2..:Majors Q1,.. :Quizzes H1,.. : Homework& S1,.: Syllabus 

MATH201  04  211  
MATH201  09  211  
MATH201  11  211  
MATH371  01  201  
MATH371  02  201  
MATH371  01  193  
MATH371  03  193  
MATH102  23  192  
MATH102  31  192  
MATH101  41  191  
MATH513  01  191  
MATH102  35  182 
(See section: 38 ) 
MATH102  38  182  Q1 Q2 Q3 Q4 Q5 Q6 Q7 
MATH321  01  172  E1 F1 E2 O1 Q1 Q2 Q3 Q4 
MATH321  02  172 
(See section: 01 ) 
MATH321  01  171  E1 E2 F1 
MATH321  02  171  
MATH102  07  162  
MATH102  27  162  
MATH101  06  161  
MATH101  12  161  
MATH102  08  152  Q1 Q2 Q3 Q4 Q5 Q6 
MATH102  09  152 
(See section: 08 ) 
MATH101  15  151  
MATH571  01  151  
MATH301  02  143 
E1
E2
E3
S1
F1
(See section: 01 ) 
MATH301  03  143 
(See section: 02 ) 
MATH102  10  142  Q1 Q2 Q3 Q4 Q5 
MATH572  01  142  E1 E2 F1 S1 H1 H2 H3 H4 H5 H6 H7 
MATH102  11  141  
MATH102  14  141  
MATH102  23  132  Q1 Q2 Q3 Q4 Q5 Q6 Q7 O1 O2 O3 O4 O5 H1 H2 H3 
MATH102  34  132 
(See section: 23 ) 
MATH101  14  131  F1 E1 S1 
MATH101  22  131 
(See section: 14 ) 
MATH102  05  121  
MATH102  16  121  
MATH102  08  112  E1 E2 S1 Q6 Q7 
MATH102  09  112 
(See section: 08 ) 
MATH101  13  111  E1 E2 F1 S1 
MATH101  19  111 
(See section: 13 ) 
MATH101  26  111 
(See section: 13 ) 
MATH590  01  111  E1 E2 H1 H2 H3 H4 H5 H6 S1 
MATH101  05  102  E1 E2 S1 
MATH101  06  102 
(See section: 05 ) 
MATH101  07  101 
F1
E1
E2
S1
(See section: 12 ) 
MATH101  12  101 
(See section: 07 ) 
MATH260  01  092  F1 E1 E2 S1 
MATH260  02  092 
(See section: 01 ) 
MATH260  04  092 
(See section: 01 ) 
MATH470  01  091  F1 E1 E2 E3 S1 H1 O2 O3 O4 O1 O5 
MATH260  02  082 
(See section: 01 ) 
MATH572  01  081  
MATH202  09  072  
MATH301  02  061  E1 Q1 Q2 Q4 Q5 Q3 S1 H1 E2 E3 F1 Q6 O1 O2 O3 S2 O4 O5 
MATH202  02  052 
F1
E1
E2
Q1
Q2
Q3
Q4
Q5
Q6
S1
H1
O1
S2
O2
O3
O4
O5
(See section: 03 ) 
MATH202  03  052 
(See section: 02 ) 
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