ملخصات الابحاث

المجالات البحثية

Numerical solution of Nonlinear PDE

الابحاث العلمية

1 - Stability buckling and bending of nanobeams including cutouts. (2022).

2 - Static bending of perforated nanobeams including surface energy and microstructure effects (2022).

3 - A novel differential-integral quadrature method for the solution of nonlinear integro-differential equations (2021).

4 - Meta-heuristic algorithms for solving nonlinear differential equations based on multivariate Bernstein polynomials (2021).

5 - Effective numerical technique applied for Burgers' equation of (1 + 1)-, (2 + 1)-dimensional, and coupled forms (2021).

6 - Effective numerical technique applied for Burgers' equation of (1+1)-, (2+1)-dimensional, and coupled forms (2021).

7 - Computational DIQM Scheme for Solving Nonlinear Volterra Integro-Differential Equations. (2020).

8 - Static Bending of Perforated Nanobeams including Surface Energy and Microstructure Effects. (2020).

9 - .Vibration of nonlocal perforated nanobeams with general boundary conditions (2020).

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

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

12 - Solving one- and two-dimensional unsteady Burgers' equation using fully implicit finite difference schemes (2019).

13 - Fully Implicit Scheme for Solving Burgers' Equation based on Finite Difference Method (2018).

ملخصات الابحاث

Solving one- and two-dimensional unsteady Burgers' equation using fully implicit finite difference schemes تحميل

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