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Hybrid model of peridynamics and finite element method for static elastic deformation and brittle fracture analysis

机译:静态弹性变形和脆性断裂分析的周动力学和有限元混合模型

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A new hybrid model of peridynamics (PD) and finite element method (FEM) based on the implicit schemes is proposed to take advantage of PD in solving discontinuities and the computational efficiency of FEM. The region without failure is simulated by FEM. The improved prototype micro-elastic brittle (PMB) model of peridynamics is utilized for the regions where material failure is expected. The truss elements are introduced to bridge finite element (FE) subregions and perdynamic subregions. The present approach is demonstrated through some numerical examples. The displacements of a two-dimensional bar and a cantilever beam using the hybrid model are compared with solutions of theory and FEM. The crack intersection in a slab is simulated and compared with other methods. Numerical predictions of the mode I fracture in a three-point bending beam agree well with the experimental results.
机译:提出了一种基于隐式方案的周动力学(PD)和有限元方法(FEM)的混合模型,以利用PD求解不连续性和FEM的计算效率。有限元模拟无故障区域。改进的微动力学原型微弹性脆性(PMB)模型用于预计发生材料故障的区域。引入桁架单元来桥接有限元(FE)子区域和动态子区域。通过一些数值示例说明了本方法。使用混合模型将二维杆和悬臂梁的位移与理论和有限元法进行了比较。模拟了板中的裂纹交叉点,并将其与其他方法进行了比较。三点弯曲梁中Ⅰ型断裂的数值预测与实验结果吻合良好。

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