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Dimensionless formulation and comparative study of analytical models for composite beams in partial interaction

机译:部分相互作用中组合梁的无量纲表示和分析模型的比较研究

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Steel-concrete composite beams are widely utilized as cost-effective structural solution in both buildings and bridges. Partial interaction through the possible occurrence of slips at the interface between the two connected members, strongly affects the behaviour of composite members and, therefore must be incorporated in theoretical models dealing with composite members. In addition, shear deformability of the two connected layers cannot be ignored in stocky members. Several computational models simulating the behaviour of composite beams including partial interaction and shear deformability with various degree of sophistication are currently available in the scientific literature. The present paper focuses on the background and the mechanical assumptions adopted in these models as well as structural characteristics which actually govern their predictions. Based on the kinematic assumptions involved, a threefold classification is proposed. The paper further clarifies the hierarchy between the three groups of models. To do so, the governing equations for each group of models are transformed into a proper dimensionless form by using mechanically sound dimensionless expressions of all functions of interest involved in the description of the mechanical response of the composite beam. A thorough parametrical study is presented which quantifies the influence of the identified dimensionless parameters. Furthermore, the study clearly indicates possible threshold values beyond which certain effects become negligible.
机译:钢混混凝土梁在建筑和桥梁中被广泛用作具有成本效益的结构解决方案。通过在两个连接的构件之间的界面处可能发生滑移而进行的部分相互作用会极大地影响复合构件的行为,因此必须将其纳入处理复合构件的理论模型中。另外,两个连接层的剪切变形能力在矮小的构件中不能忽略。目前,科学文献中提供了几种模拟复合梁行为的计算模型,包括部分相互作用和剪切变形能力以及各种复杂程度。本文着重于这些模型采用的背景和力学假设以及实际支配其预测的结构特征。基于所涉及的运动学假设,提出了三重分类。本文进一步阐明了三组模型之间的层次结构。为此,通过使用对复合梁的机械响应进行描述所涉及的所有感兴趣函数的无机械影响的无因次表达式,将每组模型的控制方程式转换为适当的无因次形式。提出了彻底的参数研究,该研究量化了所识别的无量纲参数的影响。此外,研究清楚地表明可能的阈值,超过此阈值某些影响可以忽略。

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