C.V. of Daoud S. Mashat

Daoud Suleiman Mashat

Name (English)

dmashat@kau.edu.sa

E-mail

P.O. Box

80203

Postal Code

21589

City

Jeddah

Country

Saudi Arabia

Fax No.

5452359 (Makkah)

Telephone No. (Home)

5340342 (Makkah)

1. Telephone No. (Office)

6400000 (64516)

Mobil No.

0505523700

Department

Mathematics

College/ Directorate

Science

Institute / University (Work)

King Abdulaziz University

Country of Birth

Saudi

Date of Birth

1 / 7 / 1383 H

Nationality

Saudi

Date of Graduation

1997

University

Texas A&M (USA)

Highest Degree

Ph.D.

Specialization

Numerical Analysis

Major field

Applied Mathematics

Academic Title

Professor

Daoud S. Mashat is a Professor of Applied Mathematics at King Abdulaziz University (Jeddah). He graduated from Faculty of Science, King Abdulaziz University in Mathematic in 1405H and he was awarded a M.Sc. and a Ph.D. degree from Texas A&M University in 1991 and 1997, respectively.

Scientific Profile

(Please describe briefly in 5 lines maximum)

Qualifications

(Please describe briefly in 5 lines maximum)

His research interests are in the Applied Mathematics, Numerical analysis and Elasticity.

Research highlites

List of Publications

1. A. M. Zenkour, D. S. Mashat and R. A. Alghanmi: Hygrothermal analysis of antisymmetric cross-ply laminates using a refined plate theory. International Journal of Mechanics and Materials in Design Jan 16, 2014.
2. D. S. Mashat A. M. Zenkour and A. E. Abouelregal: Fractional order thermoelasticity theory for a half-space subjected to an axisymmetric heat distribution. Mechanics of Advanced Materials and Structures Jan 8, 2014.
3. D. S. Mashat, E. Carrera, A. M. Zenkour, S. A. Alkhateeb and M. Filippi: Free vibration of FGM layered beams by various theories and finite elements. Composites Part B Engineering Available online 20 December 2013.
4. A.J.M. Ferreira, D. A. Maturi, A. M. Zenkour and D. S. Mashat: Analysis of sandwich plates with a new higher-order layerwise formulation. Science and Engineering of Composite Materials 2013.
5. D. A. Maturi, A.J.M. Ferreira, A. M. Zenkour and D. S. Mashat: Analysis of three-layer composite shells by a new layerwise theory and radial basis functions collocation, accounting for through-the-thickness deformations. Mechanics of Advanced Materials and Structures 2013.
6. D. S. Mashat, E. Carrera, A. M. Zenkour, S. A. Al Khateeb, M. Filippi: Free vibration of FGM layered beams by various theories and finite elements. Composites Part B Engineering 59, 269–278 (2014).
7. D. S. Mashat, E. Carrera, A. M. Zenkour, S. A. Alkhateeb: Use of axiomatic/asymptotic approach to evaluate various refined theories for sandwich shells. Composite Structures 109, 139–149 (2014).
8. D. A. Maturi, A.J.M. Ferreira, A. M. Zenkour and D. S. Mashat: Analysis of sandwich plates with a new layerwise formulation. Composites Part B Engineering 56(1), 484–489, 2014.
9. D. A. Maturi, A.J.M. Ferreira, A. M. Zenkour, D. S. Mashat: Analysis of laminated shells by Murakami’s zig-zag theory and radial basis functions collocation. Journal of Applied Mathematics 2013(123465) 14 pages, 2013.
10. A. M. Zenkour, D. S. Mashat and A. E. Abouelregal: The effect of dual-phase-lag model on reflection of thermoelastic waves in a solid half space with variable material properties. Acta Mechanica Solida Sinica 26(6), 659–670, 2013.
11. A. M. Zenkour, D. S. Mashat, and A. E. Abouelregal, Generalized thermodiffusion for an unbounded body with a spherical cavity subjected to periodic loading, journal of Mechanical Science and Technology 26(3) 749–757, 2012.
12. M. F. Elettreby, D. S. Mashat and A. M. Zenkour: Multi-team hawk-dove game. J Math Comput 2(3), 441–450, 2012.
13. M. F. Elettreby, D. S. Mashat and A. M. Zenkour: Multi-team Bertrand game with heterogeneous players. Applied Mathematics 2, 1182–1190, 2011.
14. A. M. Zenkour and D. S. Mashat: Stress function of a rotating variable-thickness annular disk using exact and numerical methods. Engineering 3, 422–430, 2011.
15. A. M. Zenkour and D. S. Mashat: Analytical and numerical solutions for a rotating disk of variable thickness. Applied Mathematics 1(5) 430–437, 2010.
16. D. S. Mashat, A. M. Zenkour and K. A. Elsibai: Transient response of multilayered hollow cylinder using various theories of generalized thermoelasticity. Natural Science 2(10) 1171–1179, 2010.

1. D. Mashat and Manal Alotibi, A Fast Algorithm to Solve the Bitsadz Equation in the unit Disk, Applied Mathematics, 2, 118-122, 2010.
2. D. Mashat, Numerical Solution for a FG cylinder problem using Finite-Difference method, Applied Mathematics, 2, 123-130, 2010.
3. D. Mashat, A finite difference scheme for magneto-thermo analysis of an infinite cylinder, Natural Science 2 (11) 1312-1317, 2010.
4. A. M. Zenkour and D. S. Mashat: Thermal buckling analysis of ceramic-metal functionally graded plates. Natural Science 2(9) 968–978, 2010.
5. A. M. Zenkour, D. S. Mashat and K. A. Elsibai: Bending analysis of functionally graded plates in the context of different theories of thermoelasticity. Mathematical Problems in Engineering 2009 (962351), 1–15, 2009.
6. A. M. Zenkour and D.S. Mashat: Bending analysis of a ceramic-metal arched bridge using a mixed first-order theory. Meccanica 44(6) 721–731, 2009.
7. A. M. Zenkour and D. S. Mashat: Exact solutions for variable-thickness inhomogeneous elastic plates under various boundary conditions. Meccanica 44(4) 433–447, 2009.
8. A. M. Zenkour, K. A. Elsibai and D. S. Mashat: Elastic and viscoelastic solutions to rotating functionally graded hollow and solid cylinders. Applied Mathematics and Mechanics - Engl. Ed. 29(12) 1601–1616, 2008.
9. A. M. Zenkour, M.N.M. Allam and D. S. Mashat: Linear bending analysis of inhomogeneous variable-thickness orthotropic plates under various boundary conditions. International Journal of Computational Methods 4(3) 417–438, 2007.
10. D. S. Mashat, L. A. Wazzan and M. S. Ismail: Petrove Galerkin and K(2,2) Equation, International Journal of Computer Mathematics 83(3) 331–343, 2006.

1. 27.D. Mashat: A Simple Algorithm for Solitary-Wave Solutions of the Benjamin Equation, Alex. Science Bulletin, vol. 43 (2005).
2. 28.D. Mashat: Novel Algorithm to Solve Helmholtz Equation in The Punctured Disk, Alex. Science Bulletin, vol. 43 (2005).
3. 29.D. Mashat: The convergence of the algorithm that solve Beltrami equation, Ain Shams Science Bulletin 41, 125–134, 2003.
4. 30.D. Mashat: A fast algorithm to solve the Poisson equation in the complex plane, JKAU: Sci., vol. 15, pp. 33-42 (1423 A.H. / 2003 A.D.)
5. 31.P. Daripa and D. Mashat: An efficient and novel numerical method for quasiconformal mappings of doubly connected domains, Numerical Algorithms 18, 157–159, 1998.
6. 32.P. Daripa and D. Mashat: Singular integral transforms and fast numerical algorithms, Numerical Algorithms 18, 133–157, 1998.