基于嵌入式压电贴片传感器的概率健康监测系统设计

Amin Eshghi, Soobum Lee, H. Jung, Pingfeng Wang
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引用次数: 2

摘要

本文提出了一种考虑传感系统中不确定因素的传感器布置概率模型,以寻找传感器位置的最佳布置。传统的结构健康监测方法通常依赖于结构响应的简化行为和确定性因素。在传感器网络设计中纳入不确定性来源(如载荷条件、材料特性和几何参数)将提高复杂机械系统的安全性并延长其使用寿命。该方法在基于可靠性的设计优化框架中定义,利用遗传算法搜索足够数量的传感器进行故障检测。将传感器补丁的数量和大小最小化,并使故障检测的期望概率最大化。该设计概念涉及一种新的故障诊断指标,称为可检测性,该指标是基于马氏距离(MD)制定的。在考虑结构特性和运行条件等不确定性的情况下,MD分布被用来衡量所获得的传感器配置的质量,适用于许多传感/驱动SHM过程。MD分类器通过比较均值与可用训练数据集分布的距离来对大型测试数据集进行分类。通过比较不同失效模式下MD的分布,可以得到故障可检测性的统计评价。采用基于元模型的设计优化方法Kriging建模对系统随机性能进行代理建模,以降低计算成本。代理模型是通过将传感器输出与结构的振动模式和传感器变量输入(例如,尺寸和位置)相关联来构建的。直接有限元分析(FEA)根据输入变量对传感器输出进行评估。因此,所构建的克里格模型能够估计任意传感器阵列的传感器输出。作为案例研究,考虑使用8个螺钉连接固定尺寸为40cm × 30cm的矩形面板。在板的中心处施加简谐振动力,利用其变化的振动模式来检测节点的破坏。将接头失效的八种不同组合定义为健康状态(失效模式),并考虑不同尺寸和布局的压电传感器来检测健康状态。实验结果验证了该方法对面板螺纹接头故障诊断的能力,具有较高的故障检测灵敏度。
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Design of a Probabilistic Health Monitoring System Using Embedded Piezoelectric Patch Sensors
This paper proposes a probabilistic model for the placement of sensors that considers uncertain factors in the sensing system to find the best arrangement of sensor locations. Traditional procedures for structural health monitoring (SHM) usually rely on simplified behavior and deterministic factors from structure’s response. Incorporating the sources of uncertainty (e.g., loading condition, material properties, and geometrical parameters) in the design of sensor network will enhance the safety and extend the useful life of the complex mechanical systems. The proposed method is defined in a reliability-based design optimization framework to search for the sufficient number of sensors for failure detection using Genetic Algorithm. The optimal arrangement is found as the one that minimizes the number and size of sensor patches and maximizes the expected probability for failure detection. This design concept involves a new failure diagnosis indicator, named detectability, formulated based on the Mahalanobis Distance (MD). MD distribution is used as a measure of the quality of the obtained sensor configuration suitable for many sensing/actuation SHM processes, while considering the uncertainties such as those from structure properties and operation condition. The MD classifier categorizes large sets of testing data by comparing the distances of the mean with the distribution of available training data sets. Statistical evaluation of failure detectability can be obtained by comparing the distribution of MD for different failure modes. Kriging modeling, used for metamodel-based design optimization, is applied for surrogate modeling of the stochastic performance of system to reduce computational cost. The surrogate model is constructed by correlating the sensor output to the vibration pattern of the structure and sensor variable inputs (e.g., size and location). Direct finite element analysis (FEA) evaluates the sensor output with respect to the input variables. Consequently, the constructed kriging model enables the estimation of sensor output for any arbitrary sensor arrays. As a case study, a rectangular panel with a size of 40 cm × 30 cm is considered that is fastened using eight screw joints. The harmonic vibration force is applied to the center of the plate and its varied vibration pattern is used to detect the joint failure. Eight different combinations of join failure are defined as health statuses (failure modes), and different size and layouts of the piezoelectric sensors are considered to detect the health status. The results verify the capabilities of the new method for failure diagnosis of screw joints in a panel with high sensitivity of fault detection.
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