X. Albouy
Papers
1
Total Citations
25
H-Index
1
About
X. Albouy is a roboticist and control theorist whose research centers on nonlinear control, dynamic stabilization, and underactuated mechanical systems. Their most influential work, “On the use of dynamic invariants and forwarding for swinging up a spherical inverted pendulum” (2002, 25 citations), introduces a pioneering controller that combines linear and nonlinear strategies to swing up a spherical pendulum mounted on a three-link robotic arm. By leveraging energy and kinetic momentum assignment through the forwarding design technique, Albouy demonstrates how dynamic invariants can stabilize complex, high-dimensional systems with limited actuation. This contribution is notable for bridging theoretical control methods with practical robotic implementation, offering a framework for handling underactuated systems that remains relevant in advanced robotics and mechatronics. While their citation count reflects a focused, specialized audience, the work’s integration of forwarding and energy-based control has influenced subsequent research in pendulum-like systems and nonlinear stabilization. Albouy’s approach exemplifies how creative use of system dynamics can solve challenging control problems, making their research a valuable reference for students and engineers exploring nonlinear control design.
Research Focus
Key Achievements
Top Papers
- 1