混凝土塑性损伤模型的应力-应变曲线研究

R. Bakhti, B. Benahmed, Abdelghani Laib
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引用次数: 0

摘要

巴塞罗那模型是用于模拟混凝土实际性能的非线性有限元方法中应用最广泛的模型之一。该模型具有较强的鲁棒性,主要有两个原因,一是考虑了塑性应变引起的弹性刚度退化,二是考虑了循环加载下的刚度恢复效应。本文通过将生成的应力-应变图与文献中的几个解析解进行比较,对该模型进行了检验。通过与Desayi、Krätzig、Lubliner和Thorenfeldt的闭型解在压缩和拉伸情况下的对比,证明了Barcelona模型与Lubliner公式的结果一致,并将其作为该模型有限元实现中的硬化函数。此外,该模型在上升分支中提供了相同的曲线,对于下降分支,本研究证明了巴塞罗那模型在压缩情况下的结果与Desayi模型完全不同,而在张力情况下与Thorenfeldt模型的曲线略有相似。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Investigation for stress–strain curves of the plastic damage model for concrete
The Barcelona model is one of the most widespread models used in the nonlinear finite element method for simulating the real behavior of concrete. The strong robustness of this model can be attributed to two main reasons, the first one being its ability to account for the elastic stiffness degradation induced by plastic straining and the second one the aptness of considering the stiffness recovery effects under cyclic loading. This model was examined in the paper by comparing the generated stress–strain diagrams with several analytical solutions from the literature. The comparing process in the compression and tension cases with the closed-form solutions of Desayi, Krätzig, Lubliner and Thorenfeldt proved that the Barcelona model provided identical outcomes with Lubliner’s formula, which was used as the hardening function in the finite element implementation of this model. What is more, this model provided the same curves in case of the others in the ascending branches, and for the descending branch, this study proved that the outcomes of the Barcelona model are completely different from the ones of Desayi in the compression case and slightly similar to Thorenfeldt’s curves in the tension case.
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