Federico Morabito

Papers

Total Citations

141

H-Index

About

Federico Morabito’s research centers on nonlinear control theory, with a particular focus on anti-windup design for Euler–Lagrange systems—a class that includes robotic manipulators and other mechanical systems. His most influential work, “Nonlinear Antiwindup Applied to Euler–Lagrange Systems” (2004, 124 citations), introduces a dynamic augmentation scheme that guarantees stability and local performance recovery under input saturation, a critical challenge in real-world control. This contribution addresses the “windup” phenomenon, where actuator limits degrade controller performance, and provides a rigorous nonlinear analysis framework. Morabito’s approach builds on foundational anti-windup methods, extending them to ensure global asymptotic stability in fully actuated robot manipulators, as demonstrated in his 2003 and 2004 papers. His work is notable for its practical impact: by offering intuitive parameter tuning and simulation-validated results (e.g., on SCARA robots), it bridges theory and application, enabling high-performance control in saturated environments. With his most-cited paper accumulating over a hundred citations, Morabito’s contributions are essential reading for researchers in robotics and nonlinear control, offering both analytical depth and actionable design tools for mitigating saturation effects.