Experimental Study on Applicability of Passive Electric Potential CT Method for Identification of Three-Dimensional Surface Crack

D. Shiozawa, S. Kubo, T. Sakagami
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引用次数: 9

Abstract

In this paper, we examine the applicability of the passive electric potential CT (computed tomography) method to the quantitative identification of three-dimensional cracks in structures. In this method, a piezoelectric film is glued on the surface of structures. The electric potential values on the piezoelectric film change due to the strain distribution on the surface of the structures, when the structures are subjected to an external load. The strain distribution induces an electric potential distribution on the piezoelectric film. Then, this method does not require electric current application, and passively observed electric potential values on piezoelectric film can be used for crack identification. The electric potential distribution on piezoelectric film was investigated numerically and experimentally. It was found that the electric potential distribution shows a characteristic change corresponding to the shape of the surface crack. An inverse method based on the least residual method was applied to crack identification from the electric potential distribution. In this inverse method, the square sum of residuals is evaluated between the measured electric potential distributions and those computed from the electric potential distribution of the piezoelectric film. Three-dimensional surface cracks were identified from the measured electric potential distribution. It was found that the location and size of the crack can be quantitatively estimated using a two-dimensional distribution of electric potential.
被动电位CT法识别三维表面裂纹适用性的实验研究
在本文中,我们研究了被动电位CT(计算机断层扫描)方法在结构三维裂缝定量识别中的适用性。在这种方法中,压电薄膜被粘在结构的表面。当结构受到外部载荷作用时,由于结构表面的应变分布,使得压电膜上的电势值发生变化。应变分布导致压电薄膜上的电位分布。其次,该方法不需要施加电流,可以通过被动观察压电膜上的电势值进行裂纹识别。对压电薄膜上的电势分布进行了数值和实验研究。结果表明,电势分布随表面裂纹形状的变化呈特征性变化。将基于最小残差法的逆方法应用于电势分布的裂纹识别。该方法利用实测电势分布与压电薄膜电势分布计算结果的差值平方和进行计算。根据测得的电势分布,确定了三维表面裂纹。研究发现,利用二维电势分布可以定量估计裂纹的位置和大小。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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