PECT Analytical Modeling Fast Calculation Method of Multilayer Ferromagnetic Casings

Pulsed eddy current testing (PECT) is an effective approach for the nondestructive evaluation of downhole multilayer ferromagnetic casings. However, the time overhead of conventional analytical modeling is undesirable for casing parameter inversion. To improve the time overhead, this article proposed an analytical modeling fast calculation method based on the complex-frequency-domain expression of the PECT and a numerical inverse Laplace transform algorithm. Specifically, the numerical inverse Laplace transform method fixed-Talbot algorithm (FTA) is implemented in the calculation, which computes the inverse Laplace transform rapidly and accurately. The proposed FTA enables the fast analytical modeling calculation of both single-casing and multilayer casings. Numerical and practical experiments are conducted to validate the efficiency and accuracy of the proposed FTA-based analytical modeling. The experimental results indicate that the time overhead of the FTA-based modeling is improved compared with the conventional residue theorem (RT)-based analytical modeling, and the theoretical data obtained with the proposed modeling also show good consistency with the experimental data.

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Publication Details

Journal
IEEE Sensors Journal
Published
2024-08-13
DOI
https://doi.org/10.1109/jsen.2024.3439717
Citations
1
Primary Topic
Magnetic Field Sensors Techniques
Type
article
Field-Weighted Citation Impact
0.21

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article

PECT Analytical Modeling Fast Calculation Method of Multilayer Ferromagnetic Casings

S.Y. Zhang, Hu Sun, Yong Deng, He Zhang
1 citations
IEEE Sensors Journal
Magnetic Field Sensors Techniques
0.21
article

PECT Analytical Modeling Fast Calculation Method of Multilayer Ferromagnetic Casings

S.Y. Zhang, Hu Sun, Yong Deng, He Zhang
article en
1 citations

Abstract

Pulsed eddy current testing (PECT) is an effective approach for the nondestructive evaluation of downhole multilayer ferromagnetic casings. However, the time overhead of conventional analytical modeling is undesirable for casing parameter inversion. To improve the time overhead, this article proposed an analytical modeling fast calculation method based on the complex-frequency-domain expression of the PECT and a numerical inverse Laplace transform algorithm. Specifically, the numerical inverse Laplace transform method fixed-Talbot algorithm (FTA) is implemented in the calculation, which computes the inverse Laplace transform rapidly and accurately. The proposed FTA enables the fast analytical modeling calculation of both single-casing and multilayer casings. Numerical and practical experiments are conducted to validate the efficiency and accuracy of the proposed FTA-based analytical modeling. The experimental results indicate that the time overhead of the FTA-based modeling is improved compared with the conventional residue theorem (RT)-based analytical modeling, and the theoretical data obtained with the proposed modeling also show good consistency with the experimental data.

IEEE Sensors JournalVol. 24(18)
Southwest Petroleum University (CN)
National Natural Science Foundation of China
Openalex Percentile: Top 49%
Magnetic Field Sensors Techniques
0.21
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