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Solution strategy for non-linear finite element analyses of large reinforced concrete structures

机译:大型钢筋混凝土结构非线性有限元分析的求解策略

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摘要

When performing non-linear finite element analyses during the design of large reinforced concrete structures, there is a need for a general, robust and stable solution strategy with a low modelling uncertainty which comprises choices regarding force equilibrium, kinematic compatibility and constitutive relations. In this paper, analyses of experiments with a range of structural forms, loading conditions, failure modes and concrete strengths show that an engineering solution strategy is able to produce results with good accuracy and low modelling uncertainty. The advice is to shift the attention from a detailed description of the post-cracking behaviour of concrete to a rational description of the pre-cracking compressive behaviour for cases where large elements are used and the ultimate limit capacity is sought.
机译:在大型钢筋混凝土结构的设计过程中进行非线性有限元分析时,需要一种通用的,健壮且稳定的,具有低建模不确定性的求解策略,其中包括关于力平衡,运动相容性和本构关系的选择。在本文中,通过对一系列结构形式,加载条件,破坏模式和混凝土强度的试验分析表明,一种工程解决方案策略能够产生精度高,建模不确定性低的结果。建议是将注意力从对混凝土开裂后行为的详细描述转移到对使用大元素并寻求极限承载力的情况下对开裂前压缩行为的合理描述。

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