Asymmetric coupling in degree-4 origami vertices generates heteroclinic orbits in discrete dynamical systems that enable programmable domino-like sequential deployment.
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The Jacob's ladder toy's flipping waves are topological solitons from gravity-induced bistability, with kink-antikink coexistence allowed by the toy's floppiness and symmetry, unlike in the Kane-Lubensky chain, leading to observed pair annihilation.
citing papers explorer
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Programming sequential deployment of origami via kinematic transition fronts
Asymmetric coupling in degree-4 origami vertices generates heteroclinic orbits in discrete dynamical systems that enable programmable domino-like sequential deployment.
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Topological antiqued mechanical toy
The Jacob's ladder toy's flipping waves are topological solitons from gravity-induced bistability, with kink-antikink coexistence allowed by the toy's floppiness and symmetry, unlike in the Kane-Lubensky chain, leading to observed pair annihilation.