在数字孪生框架下利用异质响应重建识别结构性损伤

G. Zhang, Zhenwei Zhou, C. Wan, Zhenghao Ding, Zhishen Wu, Liyu Xie, Songtao Xue
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摘要

在许多现有的下部结构状态评估方法中,通常都需要外部激励、界面力和界面自由度响应,但它们却很难甚至不可能被精确测量。为解决这一问题,本文提出了一个数字孪生框架,用于仅输出多类响应数据融合的下部结构损伤识别。首先,测量目标下部结构的异质响应,包括位移、应变和加速度,并将其分为两组。测量集 2 中的多类型响应与第一组响应和传输矩阵在时域中进行重构。然后,引入一种恢复方法,从平移位移和应变中获取角位移,并通过连续小波变换从平移加速度和应变的二阶导数中获取角加速度。恢复的角位移和角加速度参与目标函数的评估。此外,为了避免传统优化算法单一、单调的搜索操作,研究人员开发了一种强化学习辅助的 Q-learning 混合进化算法(QHEA),该算法综合了 Q-learning 算法、微分进化算法和 Jaya 算法,作为一种搜索工具来解决基于优化的逆问题。在 Q-learning 算法的指导下,从 DE/rand/1、DE/rand/2、DE/current-to-best/1、Jaya 突变中选择最合适的搜索策略,并在每次迭代中实施。对三跨梁结构进行了数值研究,以验证所提方法的有效性。结果表明,即使在高噪声污染响应的情况下,所提出的纯输出子结构损伤识别方法也能准确识别多重损伤的位置和严重程度。
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Substructural damage identification in a digital twin framework using heterogeneous response reconstruction
The external excitations, interface forces and responses at the interface degrees-of-freedom are normally required in many existing substructural condition assessment methods, while they are difficult or even impossible to be accurately measured. To address this issue, a digital twin framework for output-only substructural damage identification with data fusion of muti-type responses is proposed in the present paper. First, heterogeneous responses including displacements, strains and accelerations from the target substructure are measured and divided into two sets. The multi-type responses in measurement set 2 are reconstructed with the first set of responses and transmissibility matrix in time domain. Then, a recovery method is introduced to obtain angular displacements from translational displacements and strains, to acquire angular accelerations from translational accelerations and the second order derivatives of strains by continuous wavelet transform. The recovered angular displacements and angular accelerations are involved into the evaluation of objective function. Besides, to avoid the single and monotonous search operation of traditional optimization algorithms, a reinforced learning-assisted Q-learning hybrid evolutionary algorithm (QHEA) by integrating Q-learning algorithm, differential evolution algorithm, Jaya algorithm, is developed as a search tool to solve the optimization-based inverse problem. The most suitable search strategy among DE/rand/1, DE/rand/2, DE/current-to-best/1, Jaya mutation in each iteration is selected and implemented under the guidance of Q-learning algorithm. Numerical studies on a three-span beam structure are performed to verify the effectiveness of the proposed approach. The results demonstrates that the proposed output-only substructural damage identification approach can accurately identify locations and severities of multiple damages even with high noise-polluted responses.
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