Harry Dankowicz
Papers
7
Total Citations
152
H-Index
4
About
Harry Dankowicz is a leading figure in nonlinear dynamics and control, whose work bridges rigorous theory with real-world robotic applications. His research centers on the control of complex, underactuated systems—robots with fewer actuators than degrees of freedom—operating on dynamic platforms. A major contribution is his pioneering use of discontinuities in non-smooth dynamical systems to stabilize periodic motions, a mathematically elegant technique detailed in his highly cited 2002 paper (48 citations). He has also advanced adaptive control strategies for networked robots, tackling challenges like unmodeled dynamics and communication delays, as seen in his 2014 work (66 citations) and subsequent studies on synchronization and consensus. His impact is underscored by over 150 total citations, with key papers validating these theories through experimental trials on manipulators. Notably, Dankowicz has served as an editor for *Applied Mechanics Reviews*, shaping discourse in the field. For students and researchers, his work offers a masterclass in merging abstract dynamical systems theory with practical control solutions for next-generation robotics.
Research Focus
Key Achievements
Top Papers
- 1Adaptive control of underactuated robots with unmodeled dynamics66 citations · 2014
- 2Exploiting discontinuities for stabilization of recurrent motions48 citations · 2002
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- 5Marginal Stability in ℒ1-Adaptive Control of Manipulators4 citations · 2013
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