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Fatigue life assessment of concrete members under variable amplitude loading: An analytical approach

机译:在可变幅度载荷下混凝土成员的疲劳寿命评估:分析方法

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摘要

As structural design and analysis become more refined there is an increased demand for fundamental information on the performance of concrete under loads other than static. Apart from the application of different types of loading, the material behaviour of concrete is highly heterogeneous and complex in nature due to the occurrence of extensive micro-cracking and toughening mechanisms. In this work, an attempt has been made to estimate the crack growth in concrete members under the action of fatigue loading considering complex material behaviour. In addition to the dependency of size and shape of the member on fatigue behaviour, the effect of loading history under the action of varying amplitude load cycles with sudden overload is important and has been considered in this work. Further, the effect of loading frequency on crack growth and fatigue life has been demonstrated through thermal diffusion coefficient. The mathematical formulation for the prediction of crack growth rate has been derived on the basis of theoretical arguments utilizing the concepts of self-similarity and intermediate asymptotic. Available experimental data on concrete fatigue has been taken up from the literature and are used to determine the unknown coefficients in the formulation. The predicted results based on the proposed formulation are found to capture the effects of loading history, sudden overload, and loading frequency in addition to the effect of structural size. The proposed model is then solved using higher-order numerical integration techniques enabled by surrogate modelling followed by a sensitivity analysis. Loading frequency and energy release rate due to overload cycle are found to be less sensitive on the fatigue life prediction.
机译:由于结构设计和分析变得更加精致,对基本信息的需求增加了关于在静态之外的负载下的混凝土的性能的基本信息。除了不同类型的装载的应用外,由于广泛的微裂纹和增韧机构的发生,混凝土的材料行为在性质上具有高度异质和复杂的。在这项工作中,考虑到复杂的物质行为,已经尝试估计混凝土成员的裂缝增长。除了构件对疲劳行为的尺寸和形状的依赖性之外,负载历史在不同过载突然过载的动作下的效果是重要的,并且在这项工作中被考虑。此外,通过热扩散系数证明了装载频率对裂纹生长和疲劳寿命的影响。基于利用自相似性和中间渐近的概念的理论争论来推导出预测裂纹增长率的数学制剂。从文献中占据了关于混凝土疲劳的可用实验数据,用于确定配方中未知系数。基于所提出的制剂的预测结果被发现捕获负载历史,突然过载和装载频率的影响,除了结构尺寸的影响。然后使用代理建模使能的高阶数值积分技术进行求解所提出的模型,然后通过敏感性分析。由于过载循环引起的装载频率和能量释放速率对疲劳寿命预测不太敏感。

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