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- W3213173005 abstract "While memory effects emerge from systems of wildly varying length- andtime-scales, the reduction of a complex system with many interacting elementsinto one simple enough to be understood without also losing the complexbehavior continues to be a challenge. Here, we investigate how bistablecylindrical origamis provide such a reduction via tunably-interactive, memorybehaviors. We base our investigation on folded sheets of Kresling patterns thatfunction as two-state memory units. By linking several units, each with aselected activation energy, we construct a one-dimensional material whichnonetheless exhibits return-point memory. After a comprehensive experimentalanalysis of the relation between the geometry of the pattern and the mechanicalresponse for a single bit, we study the memory of a bellows composed of 4 bitsarranged in series. When these bits are decoupled, the system reduces to thePreisach model and we can drive the bellows to any of its 16 allowable statesby following a prescribed sequence of compression and extension. Moreover, weshow how to reasonably discriminate between states by measuring the system'stotal height and stiffness near equilibrium. In bellows with coupled bits, theinteractions alter the energy landscape and enable geometrically-disallowedstable configurations; this produces a 64-state configuration space with a morecomplex pattern of transitions. Using empirical considerations of themechanics, we analyze the hierarchical structure of the corresponding diagram,which includes Garden of Eden states and subgraphs reminiscent of the memorybehavior observed with more complex glassy systems." @default.
- W3213173005 created "2021-11-22" @default.
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- W3213173005 date "2021-06-15" @default.
- W3213173005 modified "2023-09-26" @default.
- W3213173005 title "One Dimensional Mechanical Memory with Cylindrical Origami" @default.
- W3213173005 hasPublicationYear "2021" @default.
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