# Walking Stabilization Using Step Timing and Location Adjustment on the   Humanoid Robot, Atlas

**Authors:** Robert J. Griffin, Georg Wiedebach, Sylvain Bertrand, Alexander, Leonessa, Jerry Pratt

arXiv: 1703.00477 · 2017-12-29

## TL;DR

This paper introduces new algorithms for step timing and location adjustment on the Atlas humanoid robot, enhancing its ability to recover from disturbances by combining ankle strategy with step adjustments, validated through simulations and experiments.

## Contribution

It presents novel swing speed up and footstep adjustment algorithms that improve humanoid robot balance recovery by integrating ankle and step strategies.

## Key findings

- Improved recovery from disturbances in simulation and experiments.
- Enhanced balance control through combined ankle and step adjustments.
- Identified performance limitations and potential improvements.

## Abstract

While humans are highly capable of recovering from external disturbances and uncertainties that result in large tracking errors, humanoid robots have yet to reliably mimic this level of robustness. Essential to this is the ability to combine traditional "ankle strategy" balancing with step timing and location adjustment techniques. In doing so, the robot is able to step quickly to the necessary location to continue walking. In this work, we present both a new swing speed up algorithm to adjust the step timing, allowing the robot to set the foot down more quickly to recover from errors in the direction of the current capture point dynamics, and a new algorithm to adjust the desired footstep, expanding the base of support to utilize the center of pressure (CoP)-based ankle strategy for balance. We then utilize the desired centroidal moment pivot (CMP) to calculate the momentum rate of change for our inverse-dynamics based whole-body controller. We present simulation and experimental results using this work, and discuss performance limitations and potential improvements.

## Full text

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## Figures

8 figures with captions in the complete paper: https://tomesphere.com/paper/1703.00477/full.md

## References

24 references — full list in the complete paper: https://tomesphere.com/paper/1703.00477/full.md

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Source: https://tomesphere.com/paper/1703.00477