2020
DOI: 10.1109/lra.2020.2970637
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A Programmably Compliant Origami Mechanism for Dynamically Dexterous Robots

Abstract: We present an approach to overcoming challenges in dynamical dexterity for robots through tunable origami structures. Our work leverages a one-parameter family of flat sheet crease patterns that folds into origami bellows, whose axial compliance can be tuned to select desired stiffness. Concentrically arranged cylinder pairs reliably manifest additive stiffness, extending the tunable range by nearly an order of magnitude and achieving bulk axial stiffness spanning 200-1500 N m −1 using 8 mil thick polyester-co… Show more

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Cited by 29 publications
(35 citation statements)
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“…We construct the origami bellow out of 8 mil thick Durilla synthetics paper with polyester finish (CTI Paper, USA) and glued into a closed cylinder with the 3M 467MP adhesive transfer tape. Our previous work [30] shows that these REBO bellows exhibit the compliance (force-extension) properties of a Hooke's law spring when compressed up to 2/3 of its travel. Data presented in [30] demonstrate that varying the cone angle β varies the REBO's stiffness, K s , according to a roughly affine function K s (N m −1 ) = 16.1β( • ) − 43.7.…”
Section: Origami Module Designmentioning
confidence: 96%
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“…We construct the origami bellow out of 8 mil thick Durilla synthetics paper with polyester finish (CTI Paper, USA) and glued into a closed cylinder with the 3M 467MP adhesive transfer tape. Our previous work [30] shows that these REBO bellows exhibit the compliance (force-extension) properties of a Hooke's law spring when compressed up to 2/3 of its travel. Data presented in [30] demonstrate that varying the cone angle β varies the REBO's stiffness, K s , according to a roughly affine function K s (N m −1 ) = 16.1β( • ) − 43.7.…”
Section: Origami Module Designmentioning
confidence: 96%
“…Our previous work [30] shows that these REBO bellows exhibit the compliance (force-extension) properties of a Hooke's law spring when compressed up to 2/3 of its travel. Data presented in [30] demonstrate that varying the cone angle β varies the REBO's stiffness, K s , according to a roughly affine function K s (N m −1 ) = 16.1β( • ) − 43.7. Furthermore, concentric arrangement of two REBOs as depicted in the right hand image of Fig.…”
Section: Origami Module Designmentioning
confidence: 96%
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