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Multi-taper method based substructure identification for shear structures

机译:基于多锥度的剪切结构的子结构识别

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摘要

Quickly and accurately identifying structural status after natural disasters plays crucial roles in disaster rescue. Previously, the authors developed a substructure identification method for shear structures, which uses the frequency responses of short structural acceleration responses to estimate structural parameters inductively. However, the numerical studies found that the method could only provide moderately accurate results. In this paper, a thorough uncertainty analysis is performed to reveal the key factors that influence its identification accuracy. Based on these results, a new substructure method is proposed herein, which utilizes the cross power spectrum densities of structural responses, estimated by the multi-taper method, to formulate substructure identification problems. The error analysis is also conducted for the multi-taper method based method, explaining why this method can significantly improve identification accuracy, compared with the frequency response based method. Moreover, although the multi-taper method based method is originally derived based on stationary structural responses, a further analysis shows that it can be extended to non-stationary responses, greatly broadening the method's application range. Finally, the simulation study of a 20-story shear structure and the shake table tests on a three-story bench-scaled structure are conducted, which verified that the proposed multi-taper method based method indeed significantly improves the substructure identification accuracy.
机译:在自然灾害之后快速准确地识别结构状况在灾难救援中起着至关重要的作用。此前,作者开发了一种用于剪切结构的子结构识别方法,其使用短结构加速响应的频率响应来抑制结构参数。然而,数值研究发现该方法仅提供适度准确的结果。在本文中,进行了彻底的不确定性分析,以揭示影响其识别准确性的关键因素。基于这些结果,本文提出了一种新的子结构方法,其利用结构响应的跨功率谱密度,由多锥形方法估计,以制定子结构识别问题。与基于频率响应的方法相比,还针对基于多锥形方法的方法进行了误差分析,解释了该方法可以显着提高识别准确性。此外,尽管基于多锥形方法的方法最初基于静止结构响应导出,但进一步的分析表明它可以扩展到非静止响应,大大拓宽了该方法的应用范围。最后,进行了20层剪切结构的仿真研究和三层阶层缩放结构上的摇头表测试,这验证了基于多锥形方法的方法,实际上显着提高了子结构识别精度。

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