用隐式神经表示提升稀疏视角动态光声成像的时空分辨率
Super-temporal-resolution Photoacoustic Imaging with Dynamic Reconstruction through Implicit Neural Representation in Sparse-view
- 用隐式神经网络建模动态光声图像,仅凭时空坐标重建
- 在两种稀疏条件下均显著减少伪影,保持图像质量
- 无需额外训练数据,适合低采样率、高成本激光场景
动态光声计算机断层成像(PACT)是一种用于监测生理过程的重要成像技术,可提供比传统光学成像更深的高对比度吸收图像。然而,实际设备和几何限制导致声学传感器数量有限,造成传感器数据稀疏。传统光声图像重建方法直接应用于稀疏数据时会产生严重伪影,且未考虑动态成像中的帧间关系。时间分辨率对动态光声成像至关重要,但受低重复频率(如20 Hz)和高功率激光技术高成本制约。最近,隐式神经表示(INR)作为一种强大的深度学习工具,可通过无监督方式将信号特性表征为坐标的连续函数,适用于稀疏数据下的反问题求解。本文提出一种基于INR的方法,通过仅使用时空坐标作为输入,实现从稀疏视角中动态光声图像的高保真重建,并提升时间分辨率。具体地,该方法将动态光声图像表示为隐式函数并编码进神经网络,网络权重仅由采集到的稀疏传感器数据学习,无需外部训练集或先验图像。得益于INR提供的强隐式连续性正则化以及显式的低秩与稀疏性正则化,所提方法在两种不同稀疏条件下均优于传统重建方法,有效抑制伪影并保证图像质量。
原文摘要 · Abstract (English)
Dynamic Photoacoustic Computed Tomography (PACT) is an important imaging technique for monitoring physiological processes, capable of providing high-contrast images of optical absorption at much greater depths than traditional optical imaging methods. However, practical instrumentation and geometric constraints limit the number of acoustic sensors available around the imaging target, leading to sparsity in sensor data. Traditional photoacoustic (PA) image reconstruction methods, when directly applied to sparse PA data, produce severe artifacts. Additionally, these traditional methods do not consider the inter-frame relationships in dynamic imaging. Temporal resolution is crucial for dynamic photoacoustic imaging, which is fundamentally limited by the low repetition rate (e.g., 20 Hz) and high cost of high-power laser technology. Recently, Implicit Neural Representation (INR) has emerged as a powerful deep learning tool for solving inverse problems with sparse data, by characterizing signal properties as continuous functions of their coordinates in an unsupervised manner. In this work, we propose an INR-based method to improve dynamic photoacoustic image reconstruction from sparse-views and enhance temporal resolution, using only spatiotemporal coordinates as input. Specifically, the proposed INR represents dynamic photoacoustic images as implicit functions and encodes them into a neural network. The weights of the network are learned solely from the acquired sparse sensor data, without the need for external training datasets or prior images. Benefiting from the strong implicit continuity regularization provided by INR, as well as explicit regularization for low-rank and sparsity, our proposed method outperforms traditional reconstruction methods under two different sparsity conditions, effectively suppressing artifacts and ensuring image quality.
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