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Data-driven approach for a one-dimensional thin-walled beam analysis

机译:用于一维薄壁光束分析的数据驱动方法

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This study presents a data-driven approach for developing a one-dimensional thin-walled beam model. In order to analyze complicated deformations occurring in a thin-walled beam by a beam theory, it is important to identify core cross-sectional deformations that are the bases for the one-dimensional beam analysis. In this study, we derive core cross-sectional deformations through data processing using the shell-based static analysis results of a thin-walled beam. We perform a principal component analysis for the data processing, in which the desired core cross-sectional deformations are obtained without specific assumptions pertaining to the behavior of the beam's sectional deformations. Then, the core cross-sectional deformations can be obtained in explicit functional forms (shape functions) to facilitate the subsequent one-dimensional higher-order beam analysis. Important issues related to the establishment of a well-defined dataset are addressed. Using the data-driven shape functions, a series of static, vibration and buckling analyses are performed for various thin-walled beams. We demonstrate by numerical examples that the present data-driven results agree well with those obtained by shell analysis results. While the shape functions are obtained only from the static analysis results, the vibration and buckling analyses using them were also found to be sufficiently accurate. (C) 2020 Elsevier Ltd. All rights reserved.
机译:该研究提出了一种用于开发一维薄壁光束模型的数据驱动方法。为了通过光束理论分析在薄壁光束中发生的复杂变形,重要的是识别是一维光束分析的基础的核心横截面变形。在这项研究中,我们通过使用薄壁光束的基于外壳的静态分析结果来源通过数据处理来源核心横截面变形。我们对数据处理进行主成分分析,其中获得所需的核心横截面变形而无需具体假设与光束截面变形的行为有关。然后,可以以明确的功能形式(形状函数)获得核心横截面变形,以便于随后的一维高阶波束分析。解决了与建立明确定义的数据集相关的重要问题。使用数据驱动的形状函数,对各种薄壁光束执行一系列静态,振动和屈曲分析。我们通过数值例子证明了本数据驱动的结果与通过壳分析结果获得的结果吻合得很好。虽然仅从静态分析结果获得形状功能,但也发现使用它们的振动和屈曲分析是足够的准确的。 (c)2020 elestvier有限公司保留所有权利。

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