Gait Switching and Enhanced Stabilization of Walking Robots with Deep
Learning-based Reachability: A Case Study on Two-link Walker
- URL: http://arxiv.org/abs/2409.16301v1
- Date: Tue, 10 Sep 2024 07:16:46 GMT
- Title: Gait Switching and Enhanced Stabilization of Walking Robots with Deep
Learning-based Reachability: A Case Study on Two-link Walker
- Abstract summary: We are interested in designing a learning-based locomotion controller whose stability can be examined and guaranteed.
This can be achieved by verifying regions of attraction (RoAs) of legged robots to their stable walking gaits.
- Score: 33.730544094391504
- License: http://creativecommons.org/licenses/by/4.0/
- Abstract: Learning-based approaches have recently shown notable success in legged
locomotion. However, these approaches often lack accountability, necessitating
empirical tests to determine their effectiveness. In this work, we are
interested in designing a learning-based locomotion controller whose stability
can be examined and guaranteed. This can be achieved by verifying regions of
attraction (RoAs) of legged robots to their stable walking gaits. This is a
non-trivial problem for legged robots due to their hybrid dynamics. Although
previous work has shown the utility of Hamilton-Jacobi (HJ) reachability to
solve this problem, its practicality was limited by its poor scalability. The
core contribution of our work is the employment of a deep learning-based HJ
reachability solution to the hybrid legged robot dynamics, which overcomes the
previous work's limitation. With the learned reachability solution, first, we
can estimate a library of RoAs for various gaits. Second, we can design a
one-step predictive controller that effectively stabilizes to an individual
gait within the verified RoA. Finally, we can devise a strategy that switches
gaits, in response to external perturbations, whose feasibility is guided by
the RoA analysis. We demonstrate our method in a two-link walker simulation,
whose mathematical model is well established. Our method achieves improved
stability than previous model-based methods, while ensuring transparency that
was not present in the existing learning-based approaches.
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