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Ultralight cellular composite materials with architected geometrical structure

机译:具有几何结构的超轻型蜂窝复合材料

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A novel computational approach is presented to predict the overall hyperelastic properties of ultralight cuboct cellular lattices made of brittle carbon fiber-reinforced polymer composites, such as the ones recently fabricated at the MIT Media Lab-Center for Bits and Atoms. The repetitive unit cell (RUC) approach is employed to model the fabricated cellular micro-lattices. Each member of the cellular structure is modeled using only one finite beam element with 12 degrees of freedom, and the nonlinear coupling of axial, bidirectional-bending, and torsional deformations is studied for each 3D spatial beam element. Since the cellular composite material is fabricated via the assemblage of building blocks by mechanical interlocking connections, we utilize the standardized Ramberg-Osgood function for the moment-rotation relation at the ends of adjacent members to enable tuning the appropriate flexibility for connections between two extreme limits of pin-jointed or rigid-jointed connections. The mixed variational functional in the updated Lagrangian co-rotational reference frame is obtained to derive explicitly the stiffness matrix. Then, we use newly proposed homotopy methods to solve the algebraic equations.
机译:提出了一种新颖的计算方法来预测由脆性碳纤维增强的聚合物复合材料制成的超轻立方蜂窝状网格的整体超弹性,例如最近在麻省理工学院媒体实验室的位和原子中心制造的那些。重复单元像元(RUC)方法用于对制造的细胞微晶格进行建模。仅使用一个具有12个自由度的有限梁单元对蜂窝结构的每个成员进行建模,并对每个3D空间梁单元研究轴向,双向弯曲和扭转变形的非线性耦合。由于蜂窝状复合材料是通过机械互锁连接通过构建模块的组装来制造的,因此我们利用标准化的Ramberg-Osgood函数来计算相邻构件端部的力矩-旋转关系,从而能够为两个极限之间的连接调整适当的灵活性。销连接或刚性连接的连接方式。获得更新的拉格朗日同向旋转参考系中的混合变分泛函,以明确导出刚度矩阵。然后,我们使用新提出的同伦方法来求解代数方程。

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