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Post-buckling response of non-uniform cross-section bilaterally constrained beams

机译:截面不均匀的双向约束梁的屈曲后响应

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摘要

Buckling and post-buckling behaviors of structural elements have been widely used to create multi stable mechanisms that have shown a great efficiency in many applications such as sensing, actuation and energy harvesting. Under an increasing axial loading, the strain energy stored in a buckled bilaterally constrained elastica is suddenly released, through a snap-through transition. These transitions can be used to convert low-rate and low-frequency excitations into high-rate motions that are converted into electrical signals using piezoelectric transducers. However, for efficient sensing and energy harvesting, these transitions have to be controlled. It has been shown that the spacing between the transitions cannot be controlled just by tuning the geometry properties of a uniform cross-section beam. This paper investigates the effect of different non-uniform cross-sections on the post-buckling response of a bilaterally constrained beam. An energy-based model that takes into account the shape variation is herein presented. The variation of the beam's cross-section area can either be continuous or piecewise continuous. The total potential energy of the system is minimized under constraints that represent the physical confinement of the beam between the lateral boundaries. Results demonstrate that the spacing ratio between buckling-mode transitions can be efficiently controlled by the beam's shape and geometry dimensions. (C) 2016 Elsevier Ltd. All rights reserved.
机译:结构元件的屈曲和屈曲后行为已被广泛用于创建多重稳定的机制,这些机制在许多应用(例如传感,致动和能量收集)中显示出很高的效率。在轴向载荷增加的情况下,通过快速过渡,存储在弯曲的双向约束弹性体中的应变能突然释放。这些过渡可用于将低速率和低频激励转换为高速率运动,然后使用压电换能器将其转换为电信号。但是,为了有效地感应和收集能量,必须控制这些过渡。已经表明,仅通过调整均匀横截面光束的几何特性不能控制过渡之间的间隔。本文研究了不同非均匀截面对双侧受约束梁的屈曲后响应的影响。本文介绍了一种考虑形状变化的基于能量的模型。光束横截面积的变化可以是连续的,也可以是分段连续的。在表示束在横向边界之间的物理限制的约束条件下,系统的总势能最小。结果表明,屈曲模式过渡之间的间距比可以通过光束的形状和几何尺寸有效地控制。 (C)2016 Elsevier Ltd.保留所有权利。

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