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A FEMP method and its application in modeling dynamic response of reinforced concrete subjected to impact loading

机译:FEMP方法及其在冲击荷载作用下钢筋混凝土动力响应建模中的应用

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摘要

The material point method (MPM) takes advantages of both the Eulerian and Lagrangian methods, so it is capable of handling many challenging engineering problems, such as the dynamic responses of reinforced concrete (RC) subjected to blast and impact loadings. However, it is time-consuming to discretize the steel reinforcement bars ("rebars") in RC by using MPM because the diameter of the steel bar is very small compared with the size of concrete. A hybrid finite element-material point (FEMP) method is proposed, in which the truss element in the traditional finite element method (FEM) is incorporated into the MPM to model the rebars. The proposed FEMP method is implemented in our three-dimensional material point method code, MPM3D~R, and validated by several benchmark problems. Finally, it is applied to simulate the dynamic response of RC slab penetrated by projectile, and the numerical results are in good agreement with the experimental data reported in the literature. The proposed idea is applicable to incorporate other types of finite elements into MPM to take advantages of both FEM and MPM.
机译:质点法(MPM)同时利用了欧拉法和拉格朗日法的优点,因此能够处理许多具有挑战性的工程问题,例如钢筋混凝土(RC)在爆炸和冲击载荷作用下的动力响应。但是,通过使用MPM在RC中离散化钢筋(“钢筋”)非常耗时,因为与混凝土尺寸相比,钢筋的直径非常小。提出了一种混合有限元-材料点(FEMP)方法,其中将传统有限元方法(FEM)中的桁架单元合并到MPM中以对钢筋建模。所提出的FEMP方法在我们的三维材料点方法代码MPM3D〜R中实现,并通过一些基准测试问题进行了验证。最后,将其应用于弹丸弹塑性混凝土板的动力响应仿真,数值结果与文献报道的实验数据吻合良好。所提出的想法适用于将其他类型的有限元合并到MPM中以利用FEM和MPM的优势。

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