Papers
19
Total Citations
662
H-Index
11
About
Scott David Kelly is a distinguished researcher whose work sits at the compelling intersection of geometric mechanics, nonlinear control theory, and biologically inspired robotics. His most celebrated contribution, "Geometric Phases and Robotic Locomotion" (1995, 308 citations), established a powerful mathematical framework for understanding how cyclic shape changes in robotic systems generate net motion—a foundational result that continues to influence robotics and control theory decades later. Building on this geometric foundation, Kelly has devoted considerable effort to understanding aquatic locomotion, developing sophisticated models of fishlike swimming that bridge fluid mechanics, Lagrangian dynamics, and control engineering. His studies of carangiform locomotion and pisciform swimming have yielded tractable mathematical models capturing the complex interplay between rigid bodies and incompressible fluids, directly informing the design of biomimetic underwater vehicles. His more recent work extends these ideas to multi-link snake robots, three-dimensional low-Reynolds-number swimmers, and vortex-shedding propulsion, demonstrating both breadth and sustained depth across his career. With over 600 total citations spanning fundamental theory and experimental validation, Kelly's research has meaningfully advanced how engineers model, design, and control locomoting robots in complex environments.
Research Focus
Key Achievements
Top Papers
- 1Geometric phases and robotic locomotion308 citations · 1995
- 2Modelling efficient pisciform swimming for control72 citations · 2000
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- 6Locomotion of a multi-link non-holonomic snake robot with passive joints26 citations · 2020
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