在显著变化的影响参数下,通过对导电壁厚度进行双频涡流检测,减轻材料导电性变化的影响

IF 0.3 Q4 PHYSICS, MULTIDISCIPLINARY
A.E. Goldshteyn, Kh.Kh. Abakumov
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引用次数: 0

摘要

本文分析了两频涡流法在测试对象的测试和影响参数——涡流探头与测试对象表面之间的升力和材料的电导率发生显著变化的情况下测量导电壁厚度的可行性。利用解析解确定了表面涡流探头双频信号对被测对象影响参数的依赖关系。用于同时减轻这两个影响参数影响的信息参数是用于确定升力的附加高频电压的幅值,用于确定壁厚的附加低频电压的相位,以及用于抑制材料电导率变化的附加高频电压的相位。分析了计算得到的信息参数对试验参数和影响参数的依赖关系。利用非线性函数将信息参数反变换为测试参数,可以有效地减轻升力变化对测量结果的影响。提出了一种抑制测试对象材料电导率变化的方法。其中包括由升力和壁厚参数计算的修正值对增加的低频电压的相位进行修正,以及由于改变材料电导率而引起的高频相位变化。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Mitigation of the effect of variations in the electrical conductivity of the material via two-frequency eddy current testing of the thickness of the electrically conductive wall under significantly varying influence parameters
The paper analyzes feasibility of the two-frequency eddy current method for measuring the thickness of an electrically conductive wall under significantly varying test and influence parameters of the test object — the lift-off between the eddy current probe and the test object surface, and the electrical conductivity of the material. An analytical solution was used to determine the dependence of the two-frequency signal of the surface eddy current probe on the influence parameters of the test object. The informative parameters used to simultaneously mitigate the effect of the two influence parameters were the amplitude of the added high-frequency voltage to determine the lift-off, the phase of the added low-frequency voltage to determine the wall thickness, and the phase of the added high-frequency voltage to suppress variations in the electrical conductivity of the material. The calculated dependences of the informative parameters on the test and influence parameters were analyzed. The use of nonlinear functions of the inverse transformation of the informative parameter into the test parameter was shown to efficiently mitigate the effect of variations in the lift-off on measurement results. A method to suppress variations in the electrical conductivity of the test object material is proposed. It implies the correction of the phase of the added low-frequency voltage by the correction value calculated from the parameters of the lift-off and wall thickness, and high-frequency phase variation caused by varying the electrical conductivity of the material.
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