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Flexible Matrix Composite Actuators

机译:柔性矩阵复合执行器

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摘要

Flexible matrix composites (FMCs) consist of highly extensible, flexible elastomers reinforced by relatively inextensible, stiff fibers. FMCs are particularly promising materials for large structural deformation applications. One possible application is to use FMCs to construct cylindrical, pressure driven actuators. These cylindrical FMC actuators demonstrate various actuation behaviors (extending, contracting, and twisting) when pressurized, depending on the lamination configuration of the membrane. Special interest is given to the contracting type actuator because of the mechanical advantage it provides, and its analogy to muscle function. By using a continuum mechanics approach, a finite axisymmetric deformation model is developed to model the behavior of contracting type FMC actuators during pressurization. This model combines large deformation membrane theory and large deformation theory for laminated composites and is capable of including material nonlinearity and geometric nonlinearity that arise from large deformation and fiber reorientation. The behavior of FMC actuators under various loading conditions are discussed based on the proposed model. Methods to integrate multiple FMC actuators to build interesting active structures are proposed. A finite element model is used to predict the morphing behavior of a plate-shaped active structure for small deformations.
机译:挠性基体复合材料(FMC)由高度可延展的挠性弹性体组成,并由相对不可延展的硬质纤维增强。 FMC是用于大型结构变形应用的特别有前途的材料。一种可能的应用是使用FMC来构造圆柱形的压力驱动执行器。这些圆柱形FMC致动器在加压时表现出各种致动行为(伸展,收缩和扭曲),具体取决于薄膜的层压结构。收缩型执行器由于具有机械优势,并且与肌肉功能类似,因此特别受关注。通过使用连续力学方法,建立了有限的轴对称变形模型,以对压缩型FMC执行器在加压过程中的行为进行建模。该模型结合了大变形膜理论和大变形理论用于层压复合材料,并且能够包含由大变形和纤维重新定向引起的材料非线性和几何非线性。基于提出的模型,讨论了FMC执行器在各种负载条件下的行为。提出了集成多个FMC执行器以构建有趣的主动结构的方法。有限元模型用于预测板形活动结构在小变形情况下的变形行为。

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  • 来源
  • 会议地点 Philadelphia PA(US)
  • 作者

    Y. SHAN; C. E. BAKIS;

  • 作者单位

    Ph.D. candidate Department of Engineering Science and Mechanics Pennsylvania State University University Park PA 16802 U.S.A;

    Professor Department of Engineering Science and Mechanics Pennsylvania State University University Park PA 16802 U.S.A;

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