Tsung-Chieh Lin
Papers
1
Total Citations
9
H-Index
1
About
Tsung-Chieh Lin is a robotics researcher whose work bridges fundamental dynamics and adaptive control for robotic manipulators. His key research areas include robot dynamics, control theory, and the mathematical modeling of open-chain systems. Lin’s most notable contribution is his 2005 paper, "On the skew-symmetric property of the Newton-Euler formulation for open-chain robot manipulators," which has garnered 9 citations. In this work, he identified a form of the Coriolis-centrifugal matrix that, when paired with the inertia matrix, satisfies the skew-symmetric property—a critical requirement for regressor-based adaptive control algorithms. While this property was previously established in the Lagrange-Euler formulation, Lin extended it to the Newton-Euler framework, offering a more computationally efficient alternative for real-time control applications. This achievement has practical implications for improving the stability and performance of adaptive controllers in robotics. Though his citation count is modest, Lin’s work addresses a foundational gap in robot dynamics, making it a valuable reference for researchers developing advanced control strategies for manipulators. His contributions underscore the importance of rigorous mathematical analysis in advancing robotic systems.
Research Focus
Key Achievements
Top Papers
- 1