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Experiments and material parameter identification using finite elements. Uniaxial tests and validation using instrumented indentation tests

机译:使用有限元进行实验和材料参数识别。单轴测试和使用仪器压痕测试的验证

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摘要

In this article, We focus our attention on the relation between instrumented indentation tests and the prediction by means of finite element calculations. To this end, a finite strain viscoplasticity model of Perzyna-type with non-linear isotropic and kinematic hardening is calibrated at experimental data of steel S690QL. A particular concept for conducting uniaxial tensile and compression tests is taken up in order to represent the basic rate-dependent material behavior. In this respect, an algorithmic framework of material parameter identification using finite elements is proposed leading to a two-stage procedure in the case of the underlying rate-dependent constitutive model. On the basis of the termination points of relaxation the rate-independent equilibrium stress state can be identified and all viscous parts of the model are obtained using rate-dependent loading paths. Finally, use is made of finite elements for predicting indentation experiments, which results in a critical view on modeling and parameter identification on the basis of experimental results occurring in instrumented indentation tests.
机译:在本文中,我们将重点放在仪器压痕测试与通过有限元计算进行的预测之间的关系上。为此,在钢S690QL的实验数据上校准了具有非线性各向同性和运动学硬化能力的Perzyna型有限应变粘塑性模型。为了进行基本的速率相关的材料行为,采用了进行单轴拉伸和压缩试验的特定概念。在这方面,提出了一种使用有限元的材料参数识别算法框架,在基于速率的本构模型的基础上实现了两阶段过程。根据松弛的终止点,可以确定与速率无关的平衡应力状态,并使用与速率有关的加载路径获得模型的所有粘性部分。最后,利用有限元来预测压痕实验,从而基于在仪器化压痕测试中产生的实验结果,对建模和参数识别产生了批判性的看法。

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