Keivan Ebrahimi
Papers
1
Total Citations
7
H-Index
1
About
Keivan Ebrahimi is a researcher whose work lies at the intersection of nonlinear control theory, robotics, and port-Hamiltonian systems. His most-cited paper, "Port-Hamiltonian control of a brachiating robot via generalized canonical transformations" (2016), introduces a unified technique for trajectory tracking control of nonholonomic (drift-less) port-Hamiltonian systems. In this work, Ebrahimi applies this framework to the challenging, bio-inspired problem of brachiation—the swinging locomotion of a two-link robot mimicking gibbon-like arm-over-arm movement. By leveraging generalized canonical transformations, he demonstrates how to design port-Hamiltonian controllers that achieve stable, energy-efficient motion for this underactuated, nonlinear system. With 7 citations, this paper has served as a foundational reference for researchers exploring energy-based control of nonholonomic robotic systems. Ebrahimi’s contributions are particularly notable for bridging rigorous geometric control theory with practical robotic applications, offering a systematic approach to trajectory tracking that preserves the physical structure of the system. His work is especially relevant for students and researchers interested in bio-inspired robotics, nonlinear control, and the port-Hamiltonian framework—a powerful paradigm for modeling and controlling complex, energy-aware dynamical systems.
Research Focus
Key Achievements
Top Papers
- 1