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Simultaneous Conductivity and Permeability Reconstructions for Electromagnetic Tomography Using Deep Learning

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Electromagnetic tomography (EMT) is a research hotspot in electrical tomography, which has wide application prospect for multiphase flow measurement. The existing EMT usually visualizes the distributions of conductivity or permeability… Click to show full abstract

Electromagnetic tomography (EMT) is a research hotspot in electrical tomography, which has wide application prospect for multiphase flow measurement. The existing EMT usually visualizes the distributions of conductivity or permeability separately. In order to realize the simultaneous imaging of different electromagnetic characteristics in the measurement area and improve the quality of the reconstructed images, a deep learning-based multiparameter EMT method is proposed in this article. Firstly, the information from the mutual inductance and magnetic induction intensity of the imaging area is measured. Then, the Landweber algorithm is used to reconstruct the initial conductivity and permeability images using the above measurements. Finally, the initial images are input into the improved DeepLabv3 network for image segmentation and the images of conductivity and permeability distributions with clear boundary and accurate size and position are output. The images reconstructed by the improved DeepLabv3 network are compared with those from traditional methods, UNet++, LinkNet, and pyramid attention networks (PANs) through the simulation and experiment. The experimental results show that our method achieves root-mean-square error (RMSE) of 0.1667, correlation coefficient (CC) of 0.6984 and structural similarity index measurement (SSIM) of 0.6542 on average for permeability distribution reconstruction, and RMSE of 0.1907, CC of 0.7791, and SSIM of 0.7538 on average for conductivity distribution reconstruction. These results prove that the proposed method can simultaneously obtain the conductivity and permeability distributions with high-quality reconstructed images. Our code is publicly available at https://github.com/Tougerr/Landweber-DLv3.

Keywords: conductivity; deep learning; electromagnetic tomography; conductivity permeability; permeability

Journal Title: IEEE Transactions on Instrumentation and Measurement
Year Published: 2023

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