Keywords: Grasp Detection, Equivariance, Symmetry, Grasp Learning
TL;DR: We propose an SE(3)-equivariant grasp learning algorithm based on spherical harmonics.
Abstract: While grasp detection is an important part of any robotic manipulation pipeline, reliable and accurate grasp detection in $\\mathrm{SE}(3)$ remains a research challenge. Many robotics applications in unstructured environments such as the home or warehouse would benefit a lot from better grasp performance. This paper proposes a novel framework for detecting $\mathrm{SE}(3)$ grasp poses based on point cloud input. Our main contribution is to propose an $\mathrm{SE}(3)$-equivariant model that maps each point in the cloud to a continuous grasp quality function over the 2-sphere $S^2$ using a spherical harmonic basis. Compared with reasoning about a finite set of samples, this formulation improves the accuracy and efficiency of our model when a large number of samples would otherwise be needed. In order to accomplish this, we propose a novel variation on EquiFormerV2 that leverages a UNet-style backbone to enlarge the number of points the model can handle. Our resulting method, which we name OrbitGrasp, significantly outperforms baselines in both simulation and physical experiments.
Supplementary Material: zip
Spotlight Video: mp4
Website: https://orbitgrasp.github.io/
Publication Agreement: pdf
Student Paper: yes
Submission Number: 435
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