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A crawling robot driven by multi-stable origami
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DOI：10.1088/1361-665X/aa721e.png)
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摘要
En 中文
Using origami folding to construct;
actuate mechanisms;
machines offers attractive opportunities from small, scalable,;
cheap robots to deployable adaptive structures. This paper presents the design of a bio-inspired origami crawling robot constructed by folding sheets of paper. The origami building block structure is based on the Kresling crease pattern (CP), a chiral tower with a polygonal base, which exp;
s;
contracts through coupled longitudinal;
rotational motion similar to a screw. We design the origami to have multi-stable structural equilibria which can be tuned by changing the folding CP. Kinematic analysis of these structures based on rigid-plates;
hinges at fold lines precludes the shape transformation associated with the bistability of the physical models. To capture the kinematics of the bi-stable origami, the panels' deformation behavior is modeled utilizing principles of virtual folds. Virtual folds approximate material bending by hinged, rigid panels, which facilitates the development of a kinematic solution via rigid-plate rotation analysis. As such, the kinetics and stability of folded structures are investigated by assigning suitable torsional spring constants to the fold lines. The results presented demonstrate the effect of fold-pattern geometries on the snapping behavior of the bi-stable origami structure based on the Kresling pattern. The crawling robot is presented as a case study for the use of this origami structure to mimic crawling locomotion. The robot is comprised of two origami towers nested inside a paper bellow, and connected by 3D printed end plates. DC motors are used to actuate the expansion and contraction of the internal origami structures to achieve forward locomotion and steering. Beyond locomotion, this simple design can find applications in manipulators, booms, and active structures.
Keyword:
origami
bistability
active structures
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期刊
IF:
3.8
论文数:
8.5K
被引数:
2.5W
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Origami structures with a critical transition to bistability arising from hidden degrees of freedom.png)
NATURE MATERIALS
NATURE MATERIALSIF38.5
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