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Finite element modelling of unbending tests with damage approach and experimental verification

机译:弯曲方法有限元建模与试验验证

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摘要

This work deals with numerical simulation of unbending operations of parts previously bent in press tools. The aim is to predict the location and time of cracking during the unbending process. To this end, a fully coupled constitutive model of elastic-plasticity and ductile damage has been developed and implemented for the implicit solver of ABAQUS. The framework of the constitutive model is already described in textbooks, such as Lemaitre and Chaboche, Mechanics of Solid Materials, 1990. The significant difference between the present model and the one proposed by Lemaitre and Chaboche for metals is the evolution rule for damage variable. However, the stress update algorithm for the constitutive model is presented and the consistent tangent operator is developed, which is needed for implicit FEA. Materials tests have been performed to identify the constants in the constitutive model, and bending-unbending tests have performed for validation purposes. The bending-unbending test is indeed interesting as a validation case for damage and fracture models. Simulations are finally performed and compared with the experiments, and good agreement is found between experimental and numerical force-displacement curves.
机译:这项工作涉及先前在冲压工具中弯曲的零件的无弯曲操作的数值模拟。目的是预测未弯曲过程中裂纹的位置和时间。为此,已经为ABAQUS的隐式求解器开发并实现了弹塑性和延性损伤的完全耦合本构模型。本构模型的框架已经在教科书中进行了描述,例如Lemaitre和Chaboche,《固体材料力学》,1990年。当前模型与Lemaitre和Chaboche提出的关于金属的模型之间的显着差异是损伤变量的演化规则。然而,提出了本构模型的应力更新算法,并开发了一致的切线算子,这对于隐式有限元分析是必需的。为了确定本构模型中的常数,已经进行了材料测试,并且为了验证,还进行了弯曲试验。弯曲无弯曲测试作为破坏和断裂模型的验证案例确实很有趣。最后进行了仿真,并与实验进行了比较,在实验和数值力-位移曲线之间找到了很好的一致性。

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