2019
DOI: 10.48550/arxiv.1905.11293
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Underactuation Design for Tendon-driven Hands via Optimization of Mechanically Realizable Manifolds in Posture and Torque Spaces

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Cited by 1 publication
(5 citation statements)
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“…Similarly to [17], they sampled multiple joint configurations, but the contact points were also optimized by adjusting the link thickness. In the work by Chen et al [19], the optimization problem was to shape the Mechanically Realizable Manifold to the desired synergy. They used multi-staged dual-layer optimization, which employs QP to solve the inner layer and CMA-ES [21] for the outer layer.…”
Section: B Optimal Mechanical Designmentioning
confidence: 99%
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“…Similarly to [17], they sampled multiple joint configurations, but the contact points were also optimized by adjusting the link thickness. In the work by Chen et al [19], the optimization problem was to shape the Mechanically Realizable Manifold to the desired synergy. They used multi-staged dual-layer optimization, which employs QP to solve the inner layer and CMA-ES [21] for the outer layer.…”
Section: B Optimal Mechanical Designmentioning
confidence: 99%
“…For the extension, we did not set the spring properties as optimized variables but fixed them as a constant with 0.1 Nm/rad stiffness and π/6 pretension. In [19], the pulley radii were optimized for the post-contact torque and the extension springs were optimized in the second layer for the pre-contact motion. In our case, the pre-contact motion is regulated by the parallel link stopper mechanism therefore the extension spring properties and the flexion pulley radii are redundant.…”
Section: Simulation-based Design Parameter Optimization a Hand Modelingmentioning
confidence: 99%
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