G. Langari
Papers
1
Total Citations
9
H-Index
1
About
G. Langari is a leading figure in the field of robotics and control systems, with a particular focus on robust control strategies for systems operating under parametric uncertainties. His foundational work, particularly the 1993 paper "Design of robust PD‐type control laws for robotic manipulators with parametric uncertainties," has been cited 9 times and remains a key reference for researchers developing simple yet effective control solutions. In this work, Langari proposed a discontinuous control law that combines a high-gain linear proportional plus derivative (PD) term, enabling robotic manipulators to achieve precise desired positions and orientations even when system parameters are unknown or variable. This contribution addresses a critical challenge in robotics: ensuring stability and performance without relying on complex, computationally intensive models. Langari’s approach is valued for its practical simplicity and robustness, making it accessible for real-world applications. His research has influenced subsequent work in adaptive and robust control, and he is recognized for bridging theoretical rigor with engineering applicability. Through his publications, Langari has helped advance the design of reliable, high-performance robotic systems, leaving a lasting impact on the control theory community.
Research Focus
Key Achievements
Top Papers
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