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Damage analysis and dynamic response of elasto-plastic laminated composite shallow spherical shell under low velocity impact

机译:低速冲击下弹塑性叠层复合浅球壳的损伤分析及动力响应

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摘要

Based on the elasto-plastic mechanics, the damage analysis and dynamic response of an elasto-plastic laminated composite shallow spherical shell under low velocity impact are carried out in this paper. Firstly, a yielding criterion related to spherical tensor of stress is proposed to model the mixed hardening orthotropic material, and accordingly an incremental elasto-plastic damage constitutive relation for the laminated shallow spherical shell is founded when a strain-based Hashin failure criterion is applied to assess the damage initiation and propagation. Secondly, using the presented constitutive relations and the classical nonlinear shell theory, a series of incremental nonlinear motion equations of orthotropic moderately thick laminated shallow spherical shell are obtained. The questions are solved by using the orthogonal collocation point method, Newmark method and iterative method synthetically. Finally, a modified elasto-plastic contact law is developed to determine the normal contact force and the effect of damage, geometrical parameters, elasto-plastic contact and boundary conditions on the contact force and the dynamic response of the structure under low velocity impact are investigated.
机译:本文基于弹塑性力学,对低速冲击下弹塑性叠层复合浅球形壳体的损伤分析和动力响应进行了研究。首先,提出了一种与球形张量有关的屈服准则,以对混合硬化正交异性材料进行建模,并在基于应变的Hashin破坏准则应用于层状浅球形壳时建立了增量弹塑性损伤本构关系。评估损害的发生和蔓延。其次,利用本构关系和经典的非线性壳理论,得到了一系列正交各向异性正交各向异性中厚层状浅球形壳的增量非线性运动方程。综合运用正交配置点法,Newmark法和迭代法解决了这些问题。最后,建立了修正的弹塑性接触定律,确定了法向接触力,研究了损伤,几何参数,弹塑性接触和边界条件对结构在低速冲击下的接触力和动力响应的影响。 。

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