ملخصات الابحاث

المجالات البحثية

الابحاث العلمية

1 - Optimal material and geometry of 2D-FGM tapered microbeams under dynamic and static constraints (2024).

2 - Vibration response of viscoelastic perforated higher-order nanobeams rested on an elastic substrate under moving load (2024).

3 - Vibration response of viscoelastic perforated higher-order nanobeams rested on an elastic substrate under moving load (2023).

4 - Vibration response of viscoelastic perforated higher-order nanobeams rested on an elastic substrate under moving load (2023).

5 - Vibration response of viscoelastic perforated higher-order nanobeams rested on an elastic substrate under moving load (2023).

6 - Vibration response of viscoelastic nanobeams including cutouts under moving load (2023).

7 - Vibration response of viscoelastic nanobeams including cutouts under moving load (2023).

8 - Dynamic analysis of 2DFGM porous nanobeams under moving load with surface stress and microstructure effects using Ritz method (2023).

9 - Dynamic analysis of 2DFGM porous nanobeams under moving load with surface stress and microstructure effects using Ritz method (2023).

10 - Vibration response of viscoelastic nanobeams including cutouts under moving load (2023).

11 - Free vibration analysis of nonlocal viscoelastic nanobeam with holes and elastic foundations by Navier analytical method (2023).

12 - Free vibration analysis of nonlocal viscoelastic nanobeam with holes and elastic foundations by Navier analytical method (2023).

13 - Dynamic characteristics of viscoelastic nanobeams including cutouts (2023).

14 - Dynamic characteristics of viscoelastic nanobeams including cutouts (2023).

15 - Analytical solution of free vibration of viscoelastic perforated nanobeam (2023).

16 - Static Buckling of 2D FG Porous Plates Resting on Elastic Foundation based on Unified Shear Theories (2023).

17 - Free Vibration Characteristics of Bidirectional Graded Porous Plates with Elastic Foundations Using 2D-DQM (2022).

18 - Mathematical and Physical Analyses of Middle/Neutral Surfaces Formulations for Static Response of Bi-Directional FG Plates with Movable/Immovable Boundary Conditions (2022).

19 - Dynamic Analysis of Sigmoid Bidirectional FG Microbeams under Moving Load and Thermal Load: Analytical Laplace Solution (2022).

20 - Static Response of 2D FG Porous Plates Resting on Elastic Foundation Using Midplane and Neutral Surfaces with Movable Constraints (2022).

21 - Buckling of 2D FG Porous unified shear plates resting on elastic foundation based on neutral axis (2022).

22 - Effect of moving load on dynamics of nanoscale Timoshenko CNTs embedded in elastic media based on doublet mechanics theory (2022).

23 - Effect of moving load on dynamics of nanoscale Timoshenko CNTs embedded in elastic media based on doublet mechanics theory (2022).

24 - On the dynamic response of bi-directional functionally graded nanobeams under moving harmonic load accounting for surface effect (2022).

25 - Dynamic characteristics of viscoelastic nanobeams including cutouts (2022).

26 - Semi‑analytical solutions for static and dynamic responses of bi‑directional functionally graded nonuniform nanobeams with surface energy effect (2022).

27 - A comparison of FEM and DIQM in investigating the nonlinear free vibration of axially functionally graded tapered microbeams with general boundary conditions (2022).

28 - Multi-objective optimization for lightweight design of bi-directional functionally graded beams for maximum frequency and buckling load (2021).

29 - Vibration characteristics of two-dimensional FGM nanobeams with couple stress and surface energy under general boundary conditions (2021).

30 - On bending, buckling and free vibration analysis of 2D-FG tapered Timoshenko nanobeams based on modified couple stress and surface energy theories (2021).

31 - Semi-analytical solutions for static and dynamic responses of bi-directional functionally graded nonuniform nanobeams with surface energy effect (2020).

32 - Comprehensive investigation of vibration of sigmoid and power law FG nanobeams based on surface elasticity and modified couple stress theories. (2020).

33 - Surface energy effects on the nonlinear free vibration of functionally graded Timoshenko nanobeams based on modified couple stress theory (2019).

34 - Nonlinear analysis of functionally graded nanoscale beams incorporating the surface energy and microstructure effects (2017).

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

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

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