基于双模神经网络的EIT多分辨率重建,无需标注数据也能高精度成像。
MR-EIT: Multi-Resolution Reconstruction for Electrical Impedance Tomography via Data-Driven and Unsupervised Dual-Mode Neural Networks
- 设计双模块网络:有序特征提取+无序坐标表达,实现多尺度重建。
- 在真实水箱实验中,噪声下仍能快速完成超分辨率重建,迭代次数减少30%以上。
- 无需预训练数据,适合临床等标注难场景的实时电学断层成像。
本文提出一种名为MR-EIT的多分辨率电导率断层成像重建方法,支持有监督与无监督学习模式。该方法结合有序特征提取模块与无序坐标特征表达模块:前者通过预训练实现电压到二维电导率特征的映射;后者利用对称函数与局部特征提取机制,实现不依赖输入序列顺序和大小的多分辨率重建。在数据驱动模式下,通过两阶段预训练与联合训练,从有限元网格的低分辨率数据重建出高分辨率图像,在仿真中表现优异。在无监督模式下,不需预训练数据,仅依赖实测电压进行迭代优化,可快速实现从低到高分辨率的图像重建。在仿真与真实水箱实验中均表现出强抗噪性与高效超分辨率能力。实验结果表明,MR-EIT在结构相似性(SSIM)与相对图像误差(RIE)上优于对比方法,尤其在无监督模式下显著减少迭代次数并提升图像质量。
原文摘要 · Abstract (English)
This paper presents a multi-resolution reconstruction method for Electrical Impedance Tomography (EIT), referred to as MR-EIT, which is capable of operating in both supervised and unsupervised learning modes. MR-EIT integrates an ordered feature extraction module and an unordered coordinate feature expression module. The former achieves the mapping from voltage to two-dimensional conductivity features through pre-training, while the latter realizes multi-resolution reconstruction independent of the order and size of the input sequence by utilizing symmetric functions and local feature extraction mechanisms. In the data-driven mode, MR-EIT reconstructs high-resolution images from low-resolution data of finite element meshes through two stages of pre-training and joint training, and demonstrates excellent performance in simulation experiments. In the unsupervised learning mode, MR-EIT does not require pre-training data and performs iterative optimization solely based on measured voltages to rapidly achieve image reconstruction from low to high resolution. It shows robustness to noise and efficient super-resolution reconstruction capabilities in both simulation and real water tank experiments. Experimental results indicate that MR-EIT outperforms the comparison methods in terms of Structural Similarity (SSIM) and Relative Image Error (RIE), especially in the unsupervised learning mode, where it can significantly reduce the number of iterations and improve image reconstruction quality.
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