Physics-Informed Deep Recurrent Back-Projection Network for Tunnel Propagation Modeling
Kunyu Wu, Qiushi Zhao, Jingyi Zhou, Junqiao Wang, Hao Qin, Xinyue Zhang, Xingqi Zhang

TL;DR
This paper introduces a physics-informed deep recurrent network that reconstructs high-resolution tunnel radio wave propagation fields from coarse models, significantly reducing computational costs while maintaining accuracy.
Contribution
The paper presents a novel recurrent back-projection network that enforces physical consistency and improves efficiency in tunnel radio wave modeling.
Findings
Closely tracks fine-mesh PWE references across multiple geometries and frequencies.
Demonstrates robustness in real-world tunnel validation with limited training data.
Reduces reliance on computationally expensive fine-grid solvers.
Abstract
Accurate and efficient modeling of radio wave propagation in railway tunnels is is critical for ensuring reliable communication-based train control (CBTC) systems. Fine-grid parabolic wave equation (PWE) solvers provide high-fidelity field predictions but are computationally expensive for large-scale tunnels, whereas coarse-grid models lose essential modal and geometric details. To address this challenge, we propose a physics-informed recurrent back-projection propagation network (PRBPN) that reconstructs fine-resolution received-signal-strength (RSS) fields from coarse PWE slices. The network integrates multi-slice temporal fusion with an iterative projection/back-projection mechanism that enforces physical consistency and avoids any pre-upsampling stage, resulting in strong data efficiency and improved generalization. Simulations across four tunnel cross-section geometries and four…
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Taxonomy
TopicsMillimeter-Wave Propagation and Modeling · Advanced MIMO Systems Optimization · Railway Systems and Energy Efficiency
