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Physical Parameter Identification of Nonlinear Base-Isolated Buildings Using Seismic Response Data

机译:基于地震响应数据的非线性基础隔震建筑物物理参数识别

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摘要

Base isolation is an increasingly applied earthquake-resistant design technique in highly seismic areas. Examination of the actual performance of isolated structures in real earthquake has become a critical issue. In this paper, a new computational method for system identification is proposed for obtaining insight into the linear and nonlinear structural properties of based-isolated buildings. A bilinear hysteresis model is used to model the isolation system and the superstructure is assumed linear. The method is based on linear and nonlinear regression analysis techniques. Response time histories are divided into different loading or unloading segments. A one-step multiple linear regression is implemented to simultaneously estimate storey stiffness and damping parameters of the superstructure. A two-step regression-based procedure is proposed to identify the nonlinear physical parameters of the isolation system. First, standard multiple linear regression is implemented to deduce equivalent linear system parameters. Analysis of the varying equivalent linear system parameters with displacement is used to distinguish linear and nonlinear segments. Second, nonlinear regression is applied for the nonlinear segments to obtain nonlinear physical parameters. A 3-storey base-isolated building was simulated to real earthquake ground motions and recorded responses were used to demonstrate the feasibility of the proposed method. Superstructure and isolation bearing properties were identified to within 6% those of actual model value even with a SNR 30 dB signal noise level. The overall method allows the simple, effective analysis of nonlinear base isolated structures. The approach to multi-degree of freedom nonlinear structures could be readily generalised to nonlinear, fixed-base, multi-storey structures.
机译:基础隔离是在高地震地区越来越多地应用的抗震设计技术。实际地震中隔离结构的实际性能检查已成为一个关键问题。本文提出了一种新的系统识别计算方法,以深入了解基础隔震建筑的线性和非线性结构特性。使用双线性磁滞模型对隔离系统进行建模,并假设上部结构为线性。该方法基于线性和非线性回归分析技术。响应时间历史记录分为不同的加载或卸载段。采用一步多元线性回归来同时估算上部结构的储层刚度和阻尼参数。提出了一种基于两步回归的过程来识别隔离系统的非线性物理参数。首先,实施标准多元线性回归以推导等效线性系统参数。分析具有位移的等效线性系统参数的变化,以区分线性段和非线性段。其次,对非线性部分应用非线性回归以获得非线性物理参数。模拟了一个三层基础隔离的建筑物,以真实的地震地面运动进行了模拟,并记录了响应,以证明该方法的可行性。即使在SNR为30 dB的信号噪声水平的情况下,其上部结构和隔离轴承的性能也被确定为实际模型值的6%以内。整体方法可以对非线性基础隔离结构进行简单,有效的分析。多自由度非线性结构的方法可以很容易地推广到非线性的,固定基础的多层结构。

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