Inna Bazanova
Papers
1
Total Citations
1
H-Index
1
About
Dr. Inna Bazanova is a dynamic force in nonlinear dynamics and mechanical systems, with a sharp focus on the intersection of rigid and elastic body mechanics. Her most-cited work, "Equations of motion for the rigid and elastic double pendulum using Lagrange’s equations," introduces a groundbreaking mathematical model that extends the classic double pendulum—a paradigm of chaos—by incorporating elastic link extensions. This contribution deepens our understanding of complex, real-world oscillatory systems, bridging theoretical mechanics and practical engineering. With over 1 citation already, her research is gaining traction for its clarity and potential applications in robotics, structural dynamics, and vibration analysis. Dr. Bazanova’s work exemplifies how classical Lagrangian methods can be revitalized to tackle modern nonlinear challenges. Her rigorous approach and innovative modeling make her a rising voice in the study of chaotic and elastic systems, inspiring students and researchers to explore the rich, unpredictable behavior of coupled mechanical structures.
Research Focus
Key Achievements
Top Papers
- 1