Jul 2026· Balıkesir Üniversitesi Fen Bilimleri Enstitüsü Dergisi· Vol 28, pp. 921-936· 0 citations· 6 references
TL;DR
This study investigates deep learning-augmented inverse-scattering schemes that combine physics-based modeling with the learning capability of neural networks and shows that U-net achieves the highest accuracy, while Mask R-CNN offers competitive accuracy and removes boundary defects, making it highly effective for TWI applications.
Abstract
Fast through-the-wall imaging (TWI) by inverse scattering is highly desirable for many security and civilian applications. TWI by inverse scattering requires the solution of an ill-posed and nonlinear set of equations whose solution is attained iteratively (e.g., via a distorted Born iterative method). The iterative solution requires long execution times and often does not converge, limiting the applicability of inverse scattering to real-world TWI scenarios. To address these issues, this study investigates deep learning-augmented inverse-scattering schemes that combine physics-based modeling with the learning capability of neural networks. Using images after a few distorted Born iterations as input, three neural networks, namely a traditional convolutional neural network (CNN), U-net, and mask region-based CNN (Mask R-CNN) are leveraged to obtain final high-quality images of the scatterers behind the walls and their performance is compared. Among these three techniques, the traditional CNN regresses scatterer positions and restores dielectric profiles, while U-net segments scatterers and Mask R-CNN detects scatterers. Numerical results show that U-net achieves the highest accuracy, while Mask R-CNN offers competitive accuracy and removes boundary defects, making it highly effective for TWI applications.
A coordinate-residual physics-driven neural network (CRPDNN) is proposed for 3-D electromagnetic inverse scattering, whose parameters are optimized by enforcing consistency between the measured and model-predicted scattered fields and does not require a preliminary reconstruction, thereby avoiding dependence on its acc...
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We study in this paper an unsupervised, two-step, model-informed deep learning framework for solving the phaseless inverse scattering problem. The objective is to reconstruct a compactly supported function that characterizes a scatterer from boundary measurements of the modulus of the total wave corresponding to multip...
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The electromagnetic (EM) inverse scattering problem aims to reconstruct the shape, location, and material properties of an unknown domain from scattered field measurements, a task that is inherently ill-posed and nonlinear. Herein, a deep-learning-based framework for reconstructing randomly shaped 2-D dielectric object...
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