基于结构损伤前后柔度矩阵改变的损伤部位向量法

阐述了损伤部位向量法的基本原理,该法是假定结构损伤前后为线性,利用结构损伤前后的柔度矩阵差进行奇异值分解,从中获取反映结构损伤的指标——损伤部位向量,将其作为静力荷载施加在无损结构的测点位置,应力为0的单元为可能损伤的单元。以具有二个自由度的层间剪切结构模型为例验证了该方法的有效性。经推导论证,阐明了该方法实际应用的几个条件。     

基于损伤部位向量法的钢框架损伤识别研究

对损伤部位向量(DLV)法作了简单介绍,并用该方法对钢框架进行了损伤识别和损伤定位。该方法假定结构损伤前后为线性,对结构损伤前后柔度矩阵差进行奇异值分解,将奇异值为零所对应的向量,作为静荷载施加在无损结构的测点位置,则应力为零的单元为可能损伤的单元。对3种不同工况的钢框架进行了振动模态试验,用前3阶模态参数构造框架的柔度矩阵,按照DLV法对其进行了损伤识别,识别结果与已知损伤情况相一致。从测试自由度不完备、噪声和振型质量归一化系数这3个方面对识别效果进行了分析,结果表明:当损伤使结构动力特性有微小改变时,使用该方法不易定位损伤,应结合局部损伤识别方法进行判定;当损伤使结构动力特性有较大改变时,该方法能有效识别损伤的单元。DLV方法概念简单,理论明确,不受结构类型的限制,不需要结构的数学模型和模型缩聚或扩展技术,只需获得结构损伤前后的前几个低阶模态参数,即可识别结构一处或多处损伤,实际应用时可操作性强。     

环境激励下基于波动能量法的结构损伤识别

目前作为结构健康监测系统核心的损伤识别大多是基于模态参数变化而进行的,但模态参数对局部损坏不敏感,导致损伤识别精度不够。波在结构中的传播状态可以更好地反映局部损伤状况,波动能量可以作为损伤识别的有效指标。为了提高环境激励下结构损伤识别的精度,采用S变换分析了结构输出信号,建立波动能量指标,从而使波动能量指标的使用领域扩展到非平稳信号范围。最后通过三层钢框架试验及弹性分层剪切梁的数值模型对该方法进行了验证,结果表明:该方法不仅能够有效识别结构损伤位置,而且能够识别出损伤程度。     

一种简化的混凝土结构地震损伤评估模型及方法

随着地震工程学的发展和结构抗震设计思想和理论的进步,探讨结构在地震作用下的地震损伤破坏机理和基于结构性能的抗震设计方法(PBSD)逐渐得到了各国专家、学者的重视。而地震损伤评估的研究就是其中的一个重要方向。鉴于现阶段混凝土结构地震损伤评估方法的局限性,本文采用推广的混凝土材料的Mazars损伤模型,进而提出了一种基于常规有限元分析荷载子步的简化的地震损伤评估方法,这种方法实现简单,便于实际工程应用,同时具有一定的精细性。最后,将本文的损伤评估方法应用到一个钢筋混凝土框架的地震损伤评估实例中,分析结果与实验和实际的震害比较吻合,表明本文提出的模型和方法是有效的。     

大型复杂结构的两阶段损伤诊断方法

综述了用于结构损伤识别的各种方法，提出了进行大型复杂结构损伤诊断所面临的问题，列出了已有的两步法的思路、方法，指出了需要研究的方向，为进行大型复杂结构的损伤诊断提供了参考。     

基于EMD方法与RBF神经网络的结构损伤检测

针对结构损伤检测中损伤的识别、定位以及程度的标定这三个独立并按一定先后顺序进行的检测过程,提出了一种能将以上三者同时进行的联合检测方法。该方法首先利用经验模态分解(EMD)方法将三层钢筋混凝土剪切型结构在各种损伤工况下的顶层地震作用加速度响应分解为若干固有模态函数(IMF)分量,然后以此IMF分量和未经EMD分解的原始加速度响应数据来构造损伤标识量,作为特征参数依次输入到径向基函数神经网络(RBFNN)中进行损伤检测。给出了应用此方法的具体步骤,通过仿真实验证明了利用该方法进行结构损伤一次检测的可行性和有效性,结果表明,由加速度响应经EMD分解而得到的IMF分量输入到RBFNN中能够更为精确地一次检测出结构所有损伤信息,并且RBFNN在结构损伤损度大时具有更好的检测效果。     

一种基于时间序列与核岭回归的结构损伤定位方法

结构健康监测的一个重要目的是实现结构损伤识别与定位,文章将结构监测数据的时间序列模型与机器学习中的核岭回归相结合,提出了一种新的结构损伤定位方法.先定义结构损伤识别矩阵,推导出结构损伤系数向量与损伤结构和未损伤结构的自回归系数向量差值的关联关系,结构的损伤识别矩阵可以通过机器学习中的核岭回归算法获得.对比其他回归算法,核岭回归的正则化、核函数特性可以大幅提高模型的拟合性能与泛化性能,更好地应用于结构损伤识别.然后通过一混凝土框架数值模型对该方法进行验证.结果表明该方法对结构的单损伤、多损伤均可进行有效识别,准确率较高.     

基于损伤指数矩阵对层状管道结构损伤识别的有限元模拟

为研究基于损伤指数对层状管道结构损伤程度识别的可行性,创造性地采用小波包分解方法,以损伤指数为参数,分别研究损伤径向深度与损伤指数的关系和多种轴向位置损伤对损伤指数的影响。使用有限元分析软件ABAQUS,建立在同一轴向位置且多种径向损伤深度的层状管道结构模型,对压电元件位置提取的压电传感信号进行5层小波包分解,计算损伤指数值,将其组成损伤指数矩阵。针对同一轴向损伤位置,结合多种损伤程度组成损伤指数矩阵,分析损伤径向深度与损伤指数的关系并建立拟合曲线。随后改变损伤轴向位置且径向损伤深度同样递增,建立有限元模型,并获得相应的损伤指数拟合曲线。结果表明：在同一损伤轴向位置处,损伤指数拟合曲线都随着损伤径向深度的增加而呈现出先减后增的变化趋势;当改变损伤轴向位置时,损伤与信号接收位置轴向距离的增加使损伤指数的变化幅度减缓,但不改变曲线的总体趋势。研究结果表明：针对传感信号采用小波包分解方法,获得的损伤径向深度与损伤指数的拟合曲线可用于层状管道结构损伤程度的识别,并且该损伤程度识别方法受与信号接收位置轴向距离的限制较小,为快速诊断层状管道结构损伤程度提供了有效的有限元分析方法。     

基于小波包分解和模糊聚类的网格结构损伤诊断方法

本文针对网格结构的特点,利用其在快速正弦扫频激励下的动力响应,基于小波包分解频带能量分析和模糊聚类法,提出了一种适合于网格结构的损伤诊断方法。利用两个传感器损伤信息的联合诊断,有效地解决了使用一个传感器无法检测出对称损伤的难题。利用有限元模拟,应用上述方法对一单层球面网壳结构进行了损伤诊断。结果表明,对网壳杆件较小程度的损伤,子频带能量成分变化敏感,用其构造诊断向量和建立损伤样本库,并进行模糊聚类和目标识别,基本可以正确地识别出网壳杆件的损伤位置和程度。同时该方法测试时间短,使用设备少,有可靠的理论基础,具有一定的工程应用参考价值。     

基于奇异值分解的时移地震互均衡方法

针对时移地震互均衡处理中的传统匹配滤波算法抗噪能力弱的特点,重新推导匹配滤波方程,引入奇异值分解方法求解,克服系数矩阵的奇异性,同时减少噪声的影响.模拟数据和实际数据都验证了基于奇异值分解匹配滤波较传统匹配滤波算法有更好的抗噪能力.     

A frequency response function change method for damage localization and quantification in a shear building under ground excitation

A frequency response function change (FRFC) method to detect damage location and extent based on the change in the frequency response functions of a shear building under the effects of ground excitation was proposed in this paper. The damage identification equation was derived from the motion equations of the system before and after the occurrence of the damage. Efforts to make the FRFC method less model‐dependent were made. Intact system matrices, which could be estimated using the measured data without the need for an analytical model, and the frequency response functions were required for the FRFC method. The effects of measurement noise and model parameter error in the FRFC method were studied numerically. The proposed FRFC method was validated by experimental studies of a six‐story steel building structure with single and multiple damage cases. Copyright © 2012 John Wiley & Sons, Ltd.     

工作状态下梁及桥梁模态与损伤识别的新方法

工作状态下桥梁结构的模态参数识别是桥梁损伤识别的重要环节,考虑桥梁检测的实用性,桥梁检测一般应建立在环境激励的基础上,已有的环境激励下模态参数识别的方法对模态频率的识别的精度较高,而对位移模态的识别则误差较大。提出了一种利用移动质量块在不同位置时对桥梁的模态频率进行多次测量,用各次测得的频率值确定位移模态的新方法,使得位移模态识别的精度接近频率识别的精度,建立了该方法的初步模型,推导了频率与位移模态关系的理论公式,并通过数值模拟对该方法的有效性进行了说明。     

基于神经网络的结构震后快速损伤评估

为了利用结构地震响应观测数据在震后对结构进行损伤快速评估,本文提出了基于BP传播神经网络多参数预测震后结构损伤程度的方法。本文设计了9个不同设防烈度和层数的钢筋混凝土框架结构,利用OpenSees有限元软件进行了非线性时程分析,并用损伤指数量化了结构损伤程度。利用有限元模拟结果,创建了神经网络的数据集,训练神经网络建立了结构参数与结构损伤指数之间的映射,对比了不同参数组合预测结构损伤水平的能力,提出了最优参数组合。结果表明：此方法预测结构损伤指数准确度高,耗时短,可为建筑工程震后损伤快速评估提供支撑。     

An energy‐based damage model for seismic response of steel structures

This paper proposes a new model for quantifying the damage in structural steel components subjected to randomly applied flexural/shear stress reversals, such those induced by earthquakes. In contrast to existing approaches that consider the damage as a combination of the global amount of dissipated energy and maximum displacement, the proposed model represents the damage by two parameters: (a) the total dissipated energy and (b) the portion of the energy consumed in the skeleton part of the load–displacement curve. These parameters are employed to define a single ‘damage index’, which measures the level between 0 (no damage) and 1 (failure). The proposed model takes into account that the ultimate energy dissipation capacity of the steel component is path‐dependent and can change throughout the entire response duration. The new model is derived from low‐cycle fatigue static tests of round steel rods and steel plates subjected to bending and shear. The accuracy of the model is verified experimentally through dynamic real‐time shaking table tests. From these tests, it is observed that the proposed model measures the level of damage at any stage of the loading process reasonably well and predicts the failure of the structural component accurately. The model can be easily implemented in a computer program to assess the level of seismic damage and the closeness to failure in new structures or to evaluate the safety of existing ones. Copyright © 2007 John Wiley & Sons, Ltd.     

Comparison of adaptive structural damage identification techniques in nonlinear hysteretic vibration isolation systems

Early structural damage identification to obtain an accurate condition assessment can assist in the reprioritization of structural retrofitting schedules in order to guarantee structural safety. Nowadays, seismic isolation technology has been applied in a wide variety of infrastructure, such as buildings, bridges, etc., and the health conditions of these nonlinear hysteretic vibration isolation systems have received considerable attention. To effectively detect structural damage in vibration isolation systems based on vibration data, three time-domain analysis techniques, referred to as the adaptive extended Kalman filter （AEKF）, adaptive sequential nonlinear least-square estimation （ASNLSE） and adaptive quadratic sum-sqnares error （AQSSE）, have been investigated. In this research, these analysis techniques are compared in terms of accuracy, convergence and efficiency, for structural damage detection using experimental data obtained through a series of laboratory tests based on a base-isolated structural model subjected to E1 Centro and Kobe earthquake excitations. The capability of the AEKF, ASNLSE and AQSSE approaches in tracking structural damage is demonstrated and compared.     

Structural damage detection using the optimal weights of the approximating artificial neural networks

This work presents a novel neural network‐based approach to detect structural damage. The proposed approach comprises two steps. The first step, system identification, involves using neural system identification networks (NSINs) to identify the undamaged and damaged states of a structural system. The partial derivatives of the outputs with respect to the inputs of the NSIN, which identifies the system in a certain undamaged or damaged state, have a negligible variation with different system errors. This loosely defined unique property enables these partial derivatives to quantitatively indicate system damage from the model parameters. The second step, structural damage detection, involves using the neural damage detection network (NDDN) to detect the location and extent of the structural damage. The input to the NDDN is taken as the aforementioned partial derivatives of NSIN, and the output of the NDDN identifies the damage level for each member in the structure. Moreover, SDOF and MDOF examples are presented to demonstrate the feasibility of using the proposed method for damage detection of linear structures. Copyright © 2001 John Wiley & Sons, Ltd.     

Development of fragility functions as a damage classification/prediction method for steel moment‐resisting frames using a wavelet‐based damage sensitive feature

Fragility functions are commonly used in performance‐based earthquake engineering for predicting the damage state of a structure subjected to an earthquake. This process often involves estimating the structural damage as a function of structural response, such as the story drift ratio and the peak floor absolute acceleration. In this paper, a new framework is proposed to develop fragility functions to be used as a damage classification/prediction method for steel structures based on a wavelet‐based damage sensitive feature (DSF). DSFs are often used in structural health monitoring as an indicator of the damage state of the structure, and they are easily estimated from recorded structural responses. The proposed framework for damage classification of steel structures subjected to earthquakes is demonstrated and validated with a set of numerically simulated data for a four‐story steel moment‐resisting frame designed based on current seismic provisions. It is shown that the damage state of the frame is predicted with less variance using the fragility functions derived from the wavelet‐based DSF than it is with fragility functions derived from an alternate acceleration‐based measure, the spectral acceleration at the first mode period of the structure. Therefore, the fragility functions derived from the wavelet‐based DSF can be used as a probabilistic damage classification model in the field of structural health monitoring and an alternative damage prediction model in the field of performance‐based earthquake engineering. Copyright © 2011 John Wiley & Sons, Ltd.