Harvard John A. Paulson School of Engineering and Applied Sciences, Harvard University, Cambridge, MA 02138
Harvard John A. Paulson School of Engineering and Applied Sciences, Harvard University, Cambridge, MA 02138.
Proc Natl Acad Sci U S A. 2020 Feb 25;117(8):4015-4020. doi: 10.1073/pnas.1917887117. Epub 2020 Feb 10.
Transition waves that sequentially switch bistable elements from one stable configuration to another have received significant interest in recent years not only because of their rich physics but also, for their potential applications, including unidirectional propagation, energy harvesting, and mechanical computation. Here, we exploit the propagation of transition waves in a bistable one-dimensional (1D) linkage as a robust mechanism to realize structures that can be quickly deployed. We first use a combination of experiments and analyses to show that, if the bistable joints are properly designed, transition waves can propagate throughout the entire structure and transform the initial straight configuration into a curved one. We then demonstrate that such bistable linkages can be used as building blocks to realize deployable three-dimensional (3D) structures of arbitrary shape.
近年来,从一个稳定构型到另一个稳定构型顺序切换双稳态元件的跃变波受到了广泛关注,这不仅是因为其丰富的物理特性,还因为其潜在的应用,包括单向传播、能量收集和机械计算。在这里,我们利用双稳态一维(1D)连杆中的跃变波传播作为一种强大的机制来实现可以快速展开的结构。我们首先使用实验和分析的组合来表明,如果双稳态接头被正确设计,跃变波可以在整个结构中传播,并将初始直线构型转换为曲线构型。然后,我们证明这种双稳态连杆可以用作构建块来实现任意形状的可展开三维(3D)结构。