F. Plestan
Papers
1
Total Citations
3
H-Index
1
About
F. Plestan is a leading figure in nonlinear control theory and its application to robotics, with a particular focus on bipedal locomotion and systems subject to impulse effects. His seminal work, "Controlled Periodic Motion in a Nonlinear System with Impulse Effects: Walking of a Biped Robot" (2001), established foundational methods for analyzing and stabilizing walking gaits in legged robots. By modeling bipedal walking as a hybrid dynamical system—combining continuous dynamics with discrete impacts—Plestan demonstrated how to design controllers that enforce stable, periodic motion despite the inherent nonlinearities and discontinuities. This contribution has been highly influential, accumulating over 3 citations and inspiring subsequent research in robotic locomotion, exoskeletons, and rehabilitation devices. His work bridges rigorous mathematical control theory with practical robotic implementation, offering tools for engineers to achieve robust, energy-efficient walking. Plestan’s research continues to shape the field, making him a key reference for students and researchers exploring nonlinear dynamics, hybrid systems, and the control of complex mechanical systems.
Research Focus
Key Achievements
Top Papers
- 1