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Curriculum Vitae

Laila Fouad Sedeek Morad

Faculty Engineering - Department Mathematical and Physics Engineering

BSc In NULL, [1998]
MSc In NULL, [2004]
PhD In NULL, [2010]
(لا يوجد)

معار

Academic Jobs

معيد : 20/12/1998
Doctor Assisant : 20/6/2004
Doctor : 27/4/2010
Professor Assisant : 26/2/2020
Professor : 25/3/2025

Publications

1 - Vibration analysis of Euler–Bernoulli nanobeams embedded in an elastic medium by a sixth-order compact finite difference method (2015).

2 - “Exponential higher-order compact scheme for 3D steady convection–diffusion problem” (2014).

3 - Non-uniform HOC scheme for the 3D convection–diffusion equation (2013).

4 - Numerical analysis of nonlinear free and forced vibrations of buckled curved beams resting on nonlinear elastic foundations (2018).

5 - Energy Equivalent Model in Analysis of Postbuckling of Imperfect Carbon Nanotubes Resting on Nonlinear Elastic Foundation (2019).

6 - Periodic and Nonperiodic Modes on Postbuckling and Nonlinear Vibration of Beams Attached with Nonlinear Foundations (2019).

7 - Postbuckling of Curved Carbon Nanotubes Using Energy Equivalent Model (2019).

8 - Iterative differential quadrature solutions for Bratu problem (2017).

9 - EXPONENTIAL HIGHER-ORDER COMPACT SCHEME FOR STEADY INCOMPRESSIBLE NAVIER-STOKES EQUATIONS: STREAMFUNCTION-VORTICITY FORMULATION (2013).

10 - New smoother to enhance multigrid-based methods for Bratu problem (2008).

11 - New smoother to enhance multigrid-based methods for Bratu problem (2008).

12 - Iterative Differential Quadrature Solutions for Bratu Problem (2017).

13 - Periodic and nonperiodic modes of postbuckling and nonlinear vibration of beams attached to nonlinear foundations (2019).

14 - Energy equivalent model in analysis of postbuckling of imperfect carbon nanotubes resting on nonlinear elastic foundation (2019).

15 - Exact Solution of Non-Homogeneous Fractional Differential System Containing 2n Periodic Terms under Physical conditions (2023).

16 - A Novel Approach to Solving Fractional-Order Kolmogorov and Rosenau–Hyman Models through the q-Homotopy Analysis Transform Method. (2023).

17 - Mathematical Physics of Time Dilation through Curved Trajectories with Applications. (2023).

18 - The Exact Solutions of Fractional Differential Systems with n Sinusoidal Terms under Physical Conditions. (2022).

19 - Impacts of Viscous Dissipation and Brownian motion on Jeffrey Nanofluid Flow over an Unsteady Stretching Surface with Thermophoresis. (2020).

20 - Magneto-hybrid nanofluids flow via mixed convection past a radiative circular cylinder. (2020).

21 - Heat transfer assessment with entropy generation and thermal density effects on boundary layer flow of magneto nanofluid across the stretching sheet under magnetic field. (2023).

22 - Thermal radiation effects on oscillating frequency of heat transfer of Darcy-Forchheimer nanofluid with chemical reaction and applications in machining operations. (2024).

Research Area