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An investigation of stress inaccuracies and proposed solution in the material point method

机译:物质点法中应力不准确及提出的解决方案研究

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Stress inaccuracies (oscillations) are one of the main problems in the material point method (MPM), especially when advanced constitutive models are used. The origins of such oscillations are a combination of poor force and stiffness integration, stress recovery inaccuracies, and cell crossing problems. These are caused mainly by the use of shape function gradients and the use of material points for integration in MPM. The most common techniques developed to reduce stress oscillations consider adapting the shape function gradients so that they are continuous at the nodes. These techniques improve MPM, but problems remain, particularly in two and three dimensional cases. In this paper, the stress inaccuracies are investigated in detail, with particular reference to an implicit time integration scheme. Three modifications to MPM are implemented, and together these are able to remove almost all of the observed oscillations.
机译:压力不准确(振荡)是材料点方法(MPM)中的主要问题之一,尤其是当使用高级本构模型时。 这种振荡的起源是差的力和刚度集成,压力恢复不准确和细胞交叉问题的组合。 这些主要是通过使用形状函数梯度以及使用材料点来集成MPM。 为减少应力振荡而开发的最常用技术考虑适应形状函数梯度,使它们在节点处连续。 这些技术改善了MPM,但问题仍然存在,特别是在两个和三维案例中。 在本文中,详细研究了应力不准确性,特别是对隐式时间整合方案的特定参考。 实现了对MPM的三种修改,并在一起可以一起去除几乎所有观察到的振荡。

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