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The effect of triaxiality on finite element deletion strategies for simulating collapse of full-scale steel structures

机译:三轴度对模拟全尺寸钢结构倒塌的有限元删除策略的影响

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Collapse prediction of steel structures should incorporate a finite element model that accounts for ductile fracture through material separation in critical structural members. Finite element deletion approaches have been used successfully in the past to account for fracture in steel members. However, the current common approach in collapse modeling of steel structures, a constant critical strain strategy (CS), typically requires recalibration when used with different structural configurations due to the fact that it does not account for triaxiality, which is a primary parameter in ductile fracture. To better predict structural response of steel structures undergoing collapse, it is important to study the effect of triaxiality on fracture in steel structures. A new finite element deletion approach that accounts for triaxiality was previously proposed, calibrated, and validated in small steel specimens for use in predicting collapse of steel structures. In this approach, fracture initiation is modeled using Void Growth Model (VGM) and the subsequent softening of the material to element deletion is modeled by a Hillerborg model. This paper describes the change of triaxiality, equivalent plastic strain, and other parameters during the duration of the loading, influencing the strategies implemented and provides explanation for the performance shown. In addition, the paper examines the effect of triaxiality on accurately predicting fracture in steel structures through comparison of VGM to CS strategy with validation in simulations of full-scale structural steel connection and frame tests without recalibration. The VGM strategy provided an accurate prediction based on calibration to test results that are most widely available for different types of structural steels, while CS strategy frequently provided less accurate results. The VGM strategy thus allows for an accurate collapse modeling of steel structures for use by researchers, code developers, and practitioners who address collapse of steel structures.
机译:钢结构的坍塌预测应纳入有限元模型,该模型应考虑通过关键结构构件中的材料分离产生的延性断裂。过去,有限元删除方法已成功用于解决钢构件的断裂问题。但是,钢结构坍塌建模中的当前常用方法,即恒定临界应变策略(CS),在与不同的结构配置一起使用时通常需要重新校准,因为它不能解决三轴性问题,而三轴性是延性的主要参数。断裂。为了更好地预测倒塌的钢结构的结构响应,研究三轴性对钢结构断裂的影响非常重要。先前已提出,校准并验证了一种用于解释三轴性的新的有限元删除方法,该方法已在小型钢样品中用于预测钢结构的坍塌。在这种方法中,使用空洞生长模型(VGM)对断裂起始进行建模,然后通过Hillerborg模型对材料的软化至元素缺失进行建模。本文描述了在加载期间三轴性,等效塑性应变和其他参数的变化,影响了所实施的策略,并为所示性能提供了解释。此外,本文通过将VGM与CS策略进行比较,并通过对全尺寸结构钢连接的仿真和框架试验(无需重新校准)进行验证,检验了三轴性对准确预测钢结构断裂的影响。 VGM策略提供了基于校准的准确预测,以测试可广泛用于不同类型结构钢的结果,而CS策略通常提供的准确性较低。因此,VGM策略可以对钢结构进行精确的倒塌建模,以供研究人员,代码开发人员和解决钢结构倒塌问题的从业人员使用。

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