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TIME SERIES BASED STRUCTURAL NONLINEAR DAMAGE IDENTIFICATION ALGORITHM USING ARMA/GARCH MODEL

机译:基于时间序列的ARMA / GARCH模型的结构非线性损伤识别算法

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A new algorithm for nonlinear damage detection is proposed based on a model of autoregressive moving average with generalized autoregressive conditional heteroscedasticity (ARMA/GARCH) in this paper.First,the reference ARMA model is constructed with the acceleration responses measured in reference (healthy) state.One-step-ahead error predictions are then modeled as GARCH models.Secondly,the new nonlinear damage-sensitive feature (DSF) is defined as the GARCH model conditional standard deviation of ARMA model residual error in the reference and unknown states,respectively.The performance of the presented algorithm is evaluated and verified by the experinaental data of a three-story building structure provided by Los Alamos National Laboratory (LANL) USA.Finally,the new algorithm is compared with the traditional methods based on the standard deviation ratio of the residual error of ARMA model.The illustrated results show that the proposed method can effectively estimate the extent of nonlinear damage with a higher accuracy,less computational cost and more robustness against operational and environmental variety.This makes the proposed algorithm applicable for structural health monitoring in situ.
机译:基于自回归移动平均水模型提出了一种新的非线性损伤检测算法,其中包括广义自回归条件异染性(ARMA / GARCH)在本文中。首先,参考ARMA模型由参考(健康)状态测量的加速响应构成然后,一步一步的错误预测被建模为GARCH模型。第二,新的非线性损伤敏感特征(DSF)被定义为参考和未知状态中ARMA模型残留误差的GARCH模型条件标准偏差。通过LOS Alamos国家实验室(LANL)USA提供的三层建筑结构的经济数据进行评估和验证所提出的算法的性能。最后,将新算法与基于标准偏差率的传统方法进行比较ARMA模型的剩余误差。所示结果表明,该方法可以有效地估计非的范围线性损坏具有更高的精度,计算成本较少,对运行和环境的更具鲁棒性。这使得该算法适用于原位的结构健康监测。

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