Using Nonlinear Normal Modes for Execution of Efficient Cyclic Motions in Articulated Soft Robots
Cosimo Della Santina, Dominic Lakatos, Antonio Bicchi, Alin, Albu-Sch\"affer

TL;DR
This paper presents an experimental validation of a control strategy based on nonlinear normal modes for efficient cyclic motions in articulated soft robots, demonstrating its effectiveness on a soft leg prototype.
Contribution
It introduces a simplified control approach leveraging nonlinear eigenmanifolds to achieve autonomous oscillations in soft robots, validated experimentally on a soft leg.
Findings
Successful implementation of swing-like oscillations
Validation of modal control strategy on soft robot prototype
Potential for extending to more complex soft robotic systems
Abstract
Inspired by the vertebrate branch of the animal kingdom, articulated soft robots are robotic systems embedding elastic elements into a classic rigid (skeleton-like) structure. Leveraging on their bodies elasticity, soft robots promise to push their limits far beyond the barriers that affect their rigid counterparts. However, existing control strategies aiming at achieving this goal are either tailored on specific examples, or rely on model cancellations -- thus defeating the purpose of introducing elasticity in the first place. In a series of recent works, we proposed to implement efficient oscillatory motions in robots subject to a potential field, aimed at solving these issues. A main component of this theory are Eigenmanifolds, that we defined as nonlinear continuations of the classic linear eigenspaces. When the soft robot is initialized on one of these manifolds, it evolves…
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