Mitsuru Kanamori
Papers
11
Total Citations
52
H-Index
5
About
Mitsuru Kanamori is a control systems researcher whose work centers on the challenging intersection of anti-windup control theory and robotic systems, with particular expertise in Euler-Lagrange systems subject to actuator saturation. His research addresses a fundamental practical problem in robotics: when actuators reach their physical limits, standard PID controllers can suffer from integrator windup, degrading performance or causing instability. Kanamori has made sustained contributions toward solving this problem through mathematically rigorous yet implementable solutions. Among his most recognized contributions are static anti-windup controller designs for planar robot manipulators and anthropoid robots, which achieve asymptotic stability using relatively simple gain matrices — an elegant result validated through both simulation and physical experiments. His subsequent work extended these frameworks to adaptive tracking control, enabling robots to estimate unknown system parameters while maintaining stability under saturation constraints. He further explored finite-gain L₂ stability guarantees, holonomic endpoint constraints, and passivity-based optimization of anti-windup schemes for nonlinear systems. Collectively, his papers have accumulated citations across robotics and control engineering communities, reflecting steady influence on a specialized but practically important subfield. His research offers students and engineers principled tools for designing reliable robot controllers that remain well-behaved even at hardware limits.
Research Focus
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