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Fusion of sensor geometry into additive strain fields measured with sensing skin

机译:传感器几何融合到具有感应皮肤测量的加性应变场

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Recently, numerous studies have been conducted on flexible skin-like membranes for the cost effective monitoring of large-scale structures. The authors have proposed a large-area electronic consisting of a soft elastomeric capacitor (SEC) that transduces a structure's strain into a measurable change in capacitance. Arranged in a network configuration, SECs deployed onto the surface of a structure could be used to reconstruct strain maps. Several regression methods have been recently developed with the purpose of reconstructing such maps, but all these algorithms assumed that each SEC-measured strain located at its geometric center. This assumption may not be realistic since an SEC measures the average strain value of the whole area covered by the sensor. One solution is to reduce the size of each SEC, but this would also increase the number of required sensors needed to cover the large-scale structure, therefore increasing the need for the power and data acquisition capabilities. Instead, this study proposes an algorithm that accounts for the sensor's strain averaging feature by adjusting the strain measurements and constructing a full-field strain map using the kriging interpolation method. The proposed algorithm fuses the geometry of an SEC sensor into the strain map reconstruction in order to adaptively adjust the average kriging-estimated strain of the area monitored by the sensor to the signal. Results show that by considering the sensor geometry, in addition to the sensor signal and location, the proposed strain map adjustment algorithm is capable of producing more accurate full-field strain maps than the traditional spatial interpolation method that considered only signal and location.
机译:最近,在柔性皮肤膜上进行了众多研究,以进行大规模结构的成本有效监测。作者提出了由软弹性体电容器(SEC)组成的大面积电子,其将结构的应变转换成可测量的电容变化。在网络配置中排列,部署到结构表面上的SEC可用于重建应变映射。最近已经开发了几种回归方法,目的是重建这种地图,但所有这些算法都假设位于其几何中心的每个秒测量的应变。由于SEC测量传感器覆盖的整个区域的平均应变值,因此该假设可能不是现实的。一个解决方案是减小每个SEC的大小,但这也会增加所需的所需传感器的数量来覆盖大规模结构,从而增加了对电力和数据采集能力的需求。相反,该研究提出了一种通过调整应变测量并使用Kriging插值方法构建全场应变图来构建传感器的应变平均特征的算法。所提出的算法将SEC传感器的几何形状熔化到应变映射重建中,以便自适应地调整由传感器监测到信号的区域的平均Kriging估计应变。结果表明,通过考虑传感器几何形状,除了传感器信号和位置之外,所提出的应变映射调整算法还能够生产比传统的空间插值方法更精确的全场应变映射,所述空间插值方法仅考虑信号和位置。

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