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Nonlinear Regression Based Health Monitoring of Hysteretic Structures under Seismic Excitation

机译:地震激励下基于非线性回归的滞回结构健康监测

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摘要

This paper presents a health monitoring method using measured hysteretic responses. Acceleration and infrequently measured displacement are integrated using a multirate Kalman filtering method to generate restoring force-displacement hysteresis loops. A linearonlinear regression analysis based two-step method is proposed to identify nonlinear system parameters. First, hysteresis loops are divided into loading/unloading half cycles. Multiple linear regression analysis is applied to separate linear and nonlinear half cycles. Preyielding stiffness and viscous damping coefficient are obtained in this step and used as known parameters in the second step. Then, nonlinear regression analysis is applied to identified nonlinear half cycles to yield nonlinear system parameters and two damage indicators: cumulative plastic deformation and residual deformation. These values are closely related to structural status and repair costs. The feasibility of the method is demonstrated using a simulated shear-type structure with different levels of added measurement noise and a suite of ground motions. The results show that the proposed SHM method effectively and accurately identifies physical system parameters with up to 10% RMS added noise. The resulting damage indicators can robustly and clearly indicate structural condition over different earthquake events.
机译:本文提出了一种使用测得的滞后响应的健康监测方法。使用多速率卡尔曼滤波方法对加速度和不经常测量的位移进行积分,以生成恢复力-位移磁滞回线。提出了一种基于线性/非线性回归分析的两步法识别非线性系统参数的方法。首先,磁滞回线分为加载/卸载半周期。多元线性回归分析用于分离线性和非线性半周期。在该步骤中获得屈服前的刚度和粘性阻尼系数,并将其用作第二步中的已知参数。然后,将非线性回归分析应用于已识别的非线性半周期,以产生非线性系统参数和两个破坏指标:累积塑性变形和残余变形。这些值与结构状态和维修成本密切相关。该方法的可行性通过使用模拟的剪切型结构进行了演示,该结构具有不同水平的附加测量噪声和一系列地面运动。结果表明,所提出的SHM方法可以有效,准确地识别出物理系统参数,且RMS附加噪声高达10%。由此产生的损坏指标可以清晰,有力地指示不同地震事件的结构状况。

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