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A hygro-thermo-chemical-mechanical model for the service response of composite steel-concrete floor systems

机译:复合钢-混凝土楼板系统使用响应的湿热化学机械模型

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Composite steel-concrete floor systems are widely used throughout the world for building applications. This paper focuses on the service behavior of composite floors that usually consist of composite slabs in steel framed construction and of post-tensioned composite slabs in concrete structures. In the initial part of the paper, recent experimental work carried out on composite floor slabs is outlined and it includes the description of the occurrence of a non-uniform shrinkage profile through the slab thickness due to the inability of the concrete to dry from its underside because of the presence of the profiled steel sheeting. A hygro-thermo-chemical-mechanical model is then presented to predict the service response of composite floors. The proposed approach is validated against experimental data collected on post-tensioned composite samples. For this purpose, an inverse analysis procedure is applied for the characterisation of the numerous material parameters and the multi-physics model is used to predict the non-uniform shrinkage gradient. Based on this, a design model available in the literature is then used to evaluate the long-term deflections and compared the calculated values against long-term experimental measurements. Simplified models have also been used to determine the shrinkage profile for benchmarking purposes. It has been shown that the numerical and experimental deflection comparisons show good agreement when determined using a non-uniform shrinkage distribution, while the calculated values underestimate the observed deflections when obtained with a uniform shrinkage profile.
机译:钢-混凝土复合地板系统在全球范围内广泛用于建筑应用。本文着重于复合地板的使用性能,这种复合地板通常由钢框架结构中的复合板和混凝土结构中的后张复合板组成。在本文的开头部分,概述了最近在复合地板上进行的实验工作,其中包括由于混凝土无法从其下表面干燥而导致在整个地板厚度上出现不均匀的收缩曲线的描述。由于存在型材钢板。然后提出了湿热化学机械模型来预测复合地板的服务响应。相对于在后张拉的复合样品上收集的实验数据验证了该方法的有效性。为此,应用逆分析程序来表征众多材料参数,并使用多物理场模型来预测不均匀的收缩梯度。基于此,文献中提供的设计模型随后用于评估长期挠度,并将计算值与长期实验测量值进行比较。简化的模型也已用于确定收缩曲线,以进行基准测试。已经表明,当使用非均匀收缩分布确定时,数值和实验挠度比较显示出良好的一致性,而当使用均匀收缩轮廓获得时,计算值低估了观察到的挠度。

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