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Thin-skin analysis technique for interaction of arbitrary-shape inducer field with long cracks in ferromagnetic metals

机译:铁磁性金属中任意形状的感应场与长裂纹相互作用的薄皮分析技术

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In using the AC field measurement (ACFM) technique for non-destructive evaluation (NDE) of metals, a current-carrying wire structure is used to induce eddy current within a thin layer of the metal and a magnetic field sensor to measure the field perturbations in the vicinity of the metal. The sensitivity of ACFM crack detection and sizing relies on an appropriate design of the wire structure geometry together with a dully placement of the sensor. This paper presents an analytical modeling technique for evaluating the electromagnetic field interaction of an ACFM probe with a long uniform crack in a ferromagnetic metallic slab. The probe in the proposed model can have an arbitrary-shape wire inducer with no restrictions on its relative sensor position. The technique is accurate and very efficient computationally. It first uses the two-dimensional Fourier transform to obtain the field distribution at the metal surface. The Laplacian field distribution above the metal is then determined by satisfying the so-obtained boundary condition at air-metal interface. To demonstrate the accuracy of the model, we consider the special case of a rhombic wire inducer. The comparison of our results with those obtained using the conventional algorithm in the literature validates the accuracy of the model introduced in this paper. To show the generality of the model, we also present theoretical and experimental results associated with a solenoid inducer with a three-dimensional geometry for which no analytical solution is available in the literature. The theoretical prediction of crack signal supported by experimental results is used to develop a model-based method for inverting crack signal into crack depth.
机译:在使用交流场测量(ACFM)技术对金属进行无损评估(NDE)时,载流导线结构用于在金属薄层中感应出涡流,并使用磁场传感器来测量场扰动在金属附近。 ACFM裂纹检测和尺寸确定的敏感性取决于导线结构几何形状的适当设计以及传感器的适当放置。本文提出了一种分析建模技术,用于评估铁磁金属板上长均匀裂纹的ACFM探针的电磁场相互作用。所提出的模型中的探针可以具有任意形状的导线感应器,对其相对传感器位置没有限制。该技术准确且计算效率很高。它首先使用二维傅立叶变换获得金属表面的场分布。然后,通过满足如此获得的空气-金属界面处的边界条件,确定金属上方的拉普拉斯场分布。为了证明模型的准确性,我们考虑菱形导线感应器的特殊情况。将我们的结果与使用常规算法获得的结果进行比较,验证了本文介绍的模型的准确性。为了显示模型的一般性,我们还提供了与具有三维几何形状的螺线管感应器相关的理论和实验结果,文献中没有可用的解析解。实验结果支持了裂纹信号的理论预测,建立了基于模型的裂纹信号反演成裂纹深度的方法。

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