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A study on uncertainties in vibration based damage detection for reinforced concrete bridge

机译:钢筋混凝土桥梁基于振动的损伤检测中的不确定性研究

摘要

Many methods have been developed and studied to detect damage through the change of dynamic response of a structure. Due to its capability to recognize pattern and to correlate non-linear and non-unique problem, Artificial Neural Networks (ANN) have received increasing attention for use in detecting damage in structures based on vibration modal parameters. Most successful works reported in the application of ANN for damage detection are limited to numerical examples and small controlled experimental examples only. This is because of the two main constraints for its practical application in detecting damage in real structures. They are: 1) the inevitable existence of uncertainties in vibration measurement data and finite element modeling of the structure, which may lead to erroneous prediction of structural conditions; and 2) enormous computational effort required to reliably train an ANN model when it involves structures with many degrees of freedom. Therefore, most applications of ANN in damage detection are limited to structure systems with a small number of degrees of freedom and quite significant damage levels.udIn this thesis, a probabilistic ANN model is proposed to include into consideration the uncertainties in finite element model and measured data. Rossenblueth’s point estimate method is used to reduce the calculations in training and testing the probabilistic ANN model. The accuracy of the probabilistic model is verified by Monte Carlo simulations. Using the probabilistic ANN model, the statistics of the stiffness parameters can be predicted which are used to calculate the probability of damage existence (PDE) in each structural member. The reliability and efficiency of this method is demonstrated using both numerical and experimental examples. In addition, a parametric study is carried out to investigate the sensitivity of the proposed method to different damage levels and to different uncertainty levels.udiiudAs an ANN model requires enormous computational effort in training the ANN model when the number of degrees of freedom is relatively large, a substructuring approach employing multi-stage ANN is proposed to tackle the problem. Through this method, a structure is divided to several substructures and each substructure is assessed seperately with independently trained ANN model for the substructure. Once the damaged substructures are identified, second-stage ANN models are trained for these substructures to identify the damage locations and severities of the structural element in the substructures. Both the numerical and experimental examples are used to demonstrate the probabilistic multi-stage ANN methods. It is found that this substructuring ANN approach greatly reduces the computational effort while increasing the damage detectability because fine element mesh can be used. It is also found that the probabilistic model gives better damage identification than the deterministic approach. A sensitivity analysis is also conducted to investigate the effect of substructure size, support condition and different uncertainty levels on the damage detectability of the proposed method. The results demonstrated that the detectibility level of the proposed method is independent of the structure type, but dependent on the boundary condition, substructure size and uncertainty level.
机译:已经开发和研究了许多方法来通过改变结构的动态响应来检测损坏。由于其能够识别模式并关联非线性和非唯一问题,因此人工神经网络(ANN)在基于振动模态参数的结构损伤检测中越来越受到关注。在人工神经网络的损伤检测应用中,报道的大多数成功著作仅限于数值示例和小型受控实验示例。这是由于其在实际结构中检测损坏方面的两个主要限制。它们是:1)在振动测量数据和结构的有限元建模中不可避免地存在不确定性,这可能导致结构条件的错误预测; 2)当涉及具有许多自由度的结构时,可靠地训练ANN模型需要大量的计算工作。因此,人工神经网络在损伤检测中的大多数应用仅限于自由度小,损伤水平相当高的结构系统。 ud本文提出了一种概率神经网络模型,其中考虑了有限元模型的不确定性和测量数据。 Rossenblueth的点估计方法用于减少训练和测试概率ANN模型的计算。概率模型的准确性已通过蒙特卡洛模拟验证。使用概率神经网络模型,可以预测刚度参数的统计数据,这些统计数据用于计算每个结构构件中存在损坏的可能性(PDE)。通过数值和实验实例证明了该方法的可靠性和效率。此外,还进行了参数研究,以研究该方法对不同损伤水平和不同不确定性水平的敏感性。 udii ud由于在自由度数量众多的情况下,ANN模型在训练ANN模型时需要大量的计算工作相对较大,提出了一种采用多阶段ANN的子结构化方法来解决该问题。通过这种方法,将结构划分为几个子结构,并使用独立训练的子结构ANN模型分别评估每个子结构。一旦确定了损坏的子结构,便会针对这些子结构训练第二阶段的ANN模型,以识别子结构中结构单元的损坏位置和严重程度。数值和实验实例均用于证明概率多阶段ANN方法。已经发现,由于可以使用细单元网格,因此这种子结构化的ANN方法极大地减少了计算工作量,同时增加了损坏检测能力。还发现,与确定性方法相比,概率模型可提供更好的损伤识别。还进行了敏感性分析,以研究子结构尺寸,支撑条件和不同不确定性水平对所提出方法的损伤检测能力的影响。结果表明,该方法的可探测性水平与结构类型无关,但与边界条件,子结构尺寸和不确定性水平有关。

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