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Multiple-crack identification in a channel section steel beam using a combined response surface methodology and genetic algorithm

机译:组合响应面法与遗传算法相结合的通道断面钢梁多裂纹识别

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摘要

The present study outlines a sequentially integrated finite-element method (FEM)–response surface method (RSM)–genetic algorithm (GA) framework and implements this to predict the crack parameters, namely, crack location and crack depth ratio. A central composite face centered response surface design of the RSM technique is used to establish the direct relationships between the input parameters (crack location and crack depth ratio) and responses (natural frequencies) to build the response surface function (RSF). Multiple edge cracks are considered, which exist on the top flange of a thin-walled channel section cantilever beam and modeled as line spring elements. In order to obtain RSFs of the first five natural frequencies in terms of process factors such as crack position and crack depth ratio, a number of numerical experiments based on FEM are conducted by using the design-of-experiment approach. An objective function obtained as the square of the difference between RSF and experimentally measured natural frequency has been minimized using GA to find out the optimum crack parameters. Twenty-four steel channel beam specimens have been tested in the laboratory to extract the crack parameters from measured natural frequencies using the proposed approach. The results of the study indicate that the proposed approach performs remarkably, yielding crack parameters with great precision. Copyright © 2015 John Wiley & Sons, Ltd.
机译:本研究概述了顺序集成有限元方法(FEM)–响应面方法(RSM)–遗传算法(GA)框架,并将其实现以预测裂纹参数,即裂纹位置和裂纹深度比。 RSM技术的中心复合面为中心的响应面设计用于建立输入参数(裂纹位置和裂纹深度比)与响应(固有频率)之间的直接关系,以构建响应面函数(RSF)。考虑了多个边缘裂纹,这些裂纹存在于薄壁通道截面悬臂梁的顶部法兰上,并建模为线弹性元件。为了获得诸如裂纹位置和裂纹深度比之类的工艺因素的前五个固有频率的RSF,使用实验设计方法进行了许多基于FEM的数值实验。使用GA最小化了作为RSF与实验测得的固有频率之间的差的平方而获得的目标函数,从而找到了最佳的裂纹参数。已经在实验室测试了二十四个钢通道梁样本,以使用所提出的方法从实测固有频率中提取裂纹参数。研究结果表明,该方法具有显着的性能,产生的裂纹参数具有很高的精度。版权所有©2015 John Wiley&Sons,Ltd.

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