Jingmin Hu

Papers

Total Citations

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About

Dr. Jingmin Hu is a pioneering researcher in the field of robotics and nonlinear control systems, with a particular focus on underactuated mechanical systems and cybernetical analysis. Her seminal work, "Modeling with Euler-Lagrange Equation and Cybernetical Analysis for a Unicycle Robot" (2009), which has garnered 19 citations, established foundational methods for achieving dynamic stability in unicycle robots. In this study, Dr. Hu developed a comprehensive dynamic model using the Euler-Lagrange equation, demonstrating how longitudinal stability can be achieved through wheel control and lateral stability via torque adjustments from a disk. This contribution has been instrumental for researchers working on single-wheeled robots and balancing mechanisms. Her work bridges classical Lagrangian mechanics with modern cybernetic principles, offering a systematic approach to controlling inherently unstable systems. Dr. Hu's research continues to influence the design of agile, minimalist robotic platforms, and her methodologies are widely referenced in studies on nonlinear control, robotic locomotion, and mechatronic system design. Her contributions remain a cornerstone for students and engineers exploring the frontiers of autonomous mobile robotics.