Tung-Lin Hsieh
Papers
1
Total Citations
11
H-Index
1
About
Tung-Lin Hsieh is a control systems researcher whose work focuses on the stabilization of complex, nonlinear dynamical systems—particularly the rotary inverted pendulum, a classic benchmark with profound implications for human balance studies, bipedal robotics, and rehabilitation technologies. In his most cited paper, "LQR control with refined PID to balance rotary inverted pendulum with time-varying uncertainty" (2017, 11 citations), Hsieh tackled the formidable challenge of controlling a rotary inverted pendulum, which is inherently more complex and unstable than its linear counterpart. He ingeniously combined Linear Quadratic Regulator (LQR) optimal control with a refined PID framework to achieve robust stabilization even under time-varying uncertainties. This work not only advanced theoretical understanding of hybrid control strategies but also provided practical solutions for real-world systems requiring precise balance and disturbance rejection. Hsieh’s contributions are especially relevant for engineers developing adaptive controllers for autonomous robots and assistive devices. With his research bridging classical control theory and modern nonlinear dynamics, Hsieh continues to influence the design of safer, more responsive mechatronic systems.
Research Focus
Key Achievements
Top Papers
- 1