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Structural Nonlinear Damage Detection Based on Time Series Model and Probability Theory

机译:基于时间序列模型和概率理论的结构非线性损伤检测

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Damage of practical engineering structure usually possesses nonlinear feature and the results of damage diagnosis are also usually disturbed by different kinds of uncertainty, such as measurement noise and model error. Nonlinear and uncertain characteristics common in measurement signals bring challenges to damage detection. A novel method combined the probability theory with hybrid AR/ARCH model is proposed to detect structural nonlinear damage that couples with measurement uncertainty and structure uncertainty. The AR/ARCH model can fit structural acceleration response time series to effectively extract the nonlinear feature and the calculation probability of damage existence. Probability theory can deal with uncertainty caused by measurement noise or model errors. Therefore, the method based on AR/ARCH model and probability theory can improve the reliability of damage detection compared with deterministic method under different uncertainties. The results of a simulated 5-storey shear structure show the excellent performance to locate nonlinear damage and the potential to quantify the nonlinear damage degree.
机译:实际工程结构的损坏通常具有非线性特征,损伤诊断结果通常因不同种类的不确定性而受到干扰,例如测量噪声和模型误差。测量信号中常见的非线性和不确定特性引起损坏检测的挑战。提出了一种新的方法将概率论与混合AR / ARCH模型组合,以检测具有测量不确定性和结构不确定性的结构的非线性损伤。 AR / ARCH模型可以适合结构加速响应时间序列,以有效提取非线性特征和损坏存在的计算概率。概率理论可以处理由测量噪声或模型错误引起的不确定性。因此,基于AR / ARCH模型和概率理论的方法可以提高与不同不确定性的确定性方法相比的损伤检测的可靠性。模拟的5层剪切结构的结果表明了定位非线性损坏的优异性能和量化非线性损伤程度的可能性。

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