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Faculty Science - Department Mathematics Department

Scientific degrees

BSc In NULL, [2021]
MSc In NULL, [2024]

الحالة الوظيفية الحالية :

قائم بالعمل

Academic Jobs

معيد : 29/5/2022
Doctor Assisant : 12/6/2024

Publications

1 - Eigenvalue Approach on a Fiber-Reinforced Magneto-Visco-Thermoelastic Rotating Medium with Initial Stress (2023).

2 - A new model of rotating nonlocal fiber-reinforced visco-thermoelastic solid using a modified Green-Lindsay theory (2024).

3 - Effect of an inclined load on a nonlocal fiber-reinforced visco-thermoelastic solid via a dual-phase-lag model (2024).

4 - A new model of rotating nonlocal fiber-reinforced visco-thermoelastic solid using a modified Green–Lindsay theory (2024).

5 - Eigenvalue Approach on a Fiber‑Reinforced Magneto‑Visco‑Thermoelastic Rotating Medium with Initial Stress (2024).

6 - Influence of gravity and viscosity on a fiber-reinforced thermoelastic solid with voids via the three-phase-lag model (2024).

7 - Effects of rotation and inclined load on a nonlocal fiber-reinforced solid with temperature-dependent using the modified Green-Lindsay theory (2024).

8 - A Study of the Effect of Eigenvalues on the Moore-Gibson-Thompson Model under Photo- Acoustic Excitation Semiconducting (2025).

9 - Coupled thermoelastic effects of gravity and internal heat source in a medium with modified stress dynamics via moore-gibson-thompson theory (2025).

10 - Effect of viscosity and magnetic field on a thermoelastic fiber-reinforced porous solid using 3PHL model (2025).

11 - Thermoelastic Response of Micropolar Solids Influenced by Locality and Hall Current under Green–Lindsay Theory with Memory Dependence (2025).

12 - Plane wave propagation in fiber-reinforced visco-thermoelastic media with dual-phase-lag model (2025).

13 - Modeling temperature dependent elasticity and diffusion in fiber-reinforced composites under inclined loading (2025).

Research Area

الرياضيات