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Constitutive models for cohesive zones in mixed-mode fracture of plain concrete

机译:普通混凝土混合模式断裂时粘聚区的本构模型

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摘要

Discrete mixed-mode fracture (modes I and II) of plain concrete is investigated using a coupled and an uncoupled cohesive zone constitutive model in a finite element context. Fracture surfaces are confined to inter-element boundaries that are not necessarily coincident with the actual fracture surfaces. For this reason, traction components on the cohesive zone do not correspond to actual values either. In this work is demonstrated that only the coupled model is able to cope with these spurious traction components, that must decrease with crack opening. It is shown also that, in this regard, the key variable is the plastic potential adopted in the integration of tractions. Three mixed-mode fracture examples were tested in this work: a three-point single-edge notched beam, double-edge notched plates under variable lateral and normal deformation and four-point double-edge notched beams. A good fitting with experiments was obtained only for the coupled model. Mode II parameters can change in a large range without noticeable change in results, at least in the tested examples.
机译:在有限元环境下,使用耦合和非耦合内聚区本构模型研究了普通混凝土的离散混合模式断裂(模式I和II)。断裂面被限制在元素间边界上,该边界不一定与实际断裂面重合。因此,内聚区上的牵引力也不对应于实际值。在这项工作中证明,只有耦合模型才能应对这些虚假的牵引力分量,这些分量必须随裂纹的张开而减小。在这方面还表明,关键变量是牵引力整合中采用的可塑性。在这项工作中测试了三个混合模式的断裂示例:一个三点单边槽形梁,承受侧向和法向变形的双边槽形板以及四点双边槽形梁。仅针对耦合模型获得了与实验的良好拟合。至少在测试示例中,模式II参数可以在较大范围内变化而结果没有明显变化。

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