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MiPhDUO: microwave imaging via physics-informed deep unrolled optimization

Articolo
Data di Pubblicazione:
2024
Citazione:
MiPhDUO: microwave imaging via physics-informed deep unrolled optimization / Zumbo, S., Mandija, S., Isernia, T., Bevacqua, M.T.. - In: INVERSE PROBLEMS. - ISSN 0266-5611. - 40:4(2024). [10.1088/1361-6420/ad2b99]
Abstract:
Microwave imaging (MWI) is a non-invasive technique that can identify unknown scatterer objects' features while offering advantages such as low cost and portable devices with respect to other imaging methods. However, MWI faces challenges in solving the underlying inverse scattering problem, which involves recovering target properties from its scattered fields. Existing methods include linearized and non-linear optimization approaches, but they have limitations respectively in terms of range of validity and computational complexity (in view of the possible occurrence of 'false solutions'). In recent years, learning-based approaches have emerged as they can allow real-time imaging but usually lack generalizability and a direct connection to the underlying physics. This paper proposes a physics-informed approach that combines convolutional neural networks with physics-based calculations. It is based on a few cascaded operations, making use of the gradient of the relevant cost function, and successively improving the estimation of the unknown target. The proposed approach is assessed using simulated as well as experimental Fresnel data. The results show that the integration of physics with deep learning can contribute to improve reconstruction accuracy, generalizability, and computational efficiency in MWI.
Tipologia CRIS:
1.1 Articolo in rivista
Keywords:
convolutional neural network; inverse problem; microwave imaging; inverse scattering problem
Elenco autori:
Zumbo, Sabrina; Mandija, Stefano; Isernia, Tommaso; Bevacqua, Martina T
Autori di Ateneo:
BEVACQUA Martina Teresa
ISERNIA Tommaso
Zumbo Sabrina
Link alla scheda completa:
https://iris.unirc.it/handle/20.500.12318/144707
Pubblicato in:
INVERSE PROBLEMS
Journal
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