Asmaa Amer
Papers
2
Total Citations
6
H-Index
2
About
Asmaa Amer is a rising researcher in nonlinear dynamics and vibration analysis, with a focus on complex mechanical systems. Her work centers on understanding the chaotic and resonant behaviors of multi-degree-of-freedom (MDOF) systems, particularly those governed by coupled pendulums and parametrically excited oscillators. In her most cited paper, she analyzes the energized motion of a 3DOF double pendulum system under external harmonic forces, using Lagrangian mechanics to derive governing equations and explore near-resonance dynamics. Her second major contribution examines chaos in a nonlinear forced Mathieu system, employing the multiple-time-scales approach (MTSA) to uncover instability regimes and bifurcations. Though early in her career, with 4 and 2 citations respectively, these papers signal a strong foundation in analytical and numerical methods for predicting complex motion. Amer’s work is particularly relevant for engineers and physicists studying vibration control, energy harvesting, and structural stability. Her achievements include rigorous application of perturbation techniques to nonlinear systems, offering insights into the transition from periodic to chaotic behavior. As she continues to publish, Amer is poised to become a key voice in nonlinear mechanics and applied mathematics.
Research Focus
Key Achievements
Top Papers
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- 2