ROSep 3, 2018

Segmenting and Sequencing of Compliant Motions

arXiv:1809.00686v19 citations
Originality Incremental advance
AI Analysis

This work addresses the challenge of robust robotic task execution in uncertain environments, though it is incremental as it builds on existing HMM and impedance control methods.

The paper tackles the problem of segmenting and reproducing compliant motion tasks in robotics by proposing a non-homogeneous Hidden Markov Model that uses environmental interactions to detect phase transitions, achieving successful task reproduction with demonstrations under varying starting positions and force directions.

This paper proposes an approach for segmenting a task consisting of compliant motions into phases, learning a primitive for each segmented phase of the task, and reproducing the task by sequencing primitives online based on the learned model. As compliant motions can "probe" the environment, using the interaction between the robot and the environment to detect phase transitions can make the transitions less prone to positional errors. This intuition leads us to model a task with a non-homogeneous Hidden Markov Model (HMM), wherein hidden phase transition probabilities depend on the interaction with the environment (wrench measured by an F/T sensor). Expectation-maximization algorithm is employed in estimating the parameters of the HMM model. During reproduction, the phase changes of a task are detected online using the forward algorithm, with the parameters learned from demonstrations. Cartesian impedance controller parameters are learned from the demonstrations to reproduce each phase of the task. The proposed approach is studied with a KUKA LWR4+ arm in two setups. Experiments show that the method can successfully segment and reproduce a task consisting of compliant motions with one or more demonstrations, even when demonstrations do not have the same starting position and external forces occur from different directions. Finally, we demonstrate that the method can also handle rotational motions.

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