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Modelling the mechanical behaviour of adhesively bonded and sintered hollow-sphere structures

机译:胶粘和烧结空心球结构的力学行为建模

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The mechanical properties of periodic hollow-sphere structures are investigated numerically. Young's modulus and the Poisson ratio are determined in order to describe their linearly elastic, behaviour. The initial compressive yield strength is also calculated. The spheres are located at the nodes of a cubic primitive lattice. The cohesion is achieved by an adhesive concentrated in the minimum gap between neighbouring spheres. The geometry of the structure is discretized based on regular hexahedral elements. This approach is much more time-consuming, but it is important in order to achieve a more accurate simulation of the nonlinear behaviour (e.g, plasticity) of such materials.
机译:数值研究了周期性空心球结构的力学性能。确定杨氏模量和泊松比,以描述它们的线性弹性行为。还计算了初始压缩屈服强度。球体位于立方原始晶格的节点处。通过集中在相邻球体之间的最小间隙中的粘合剂来实现内聚。结构的几何形状基于规则的六面体元素离散化。该方法耗时得多,但是对于实现这种材料的非线性行为(例如,可塑性)的更精确的仿真而言,它很重要。

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