用隐式神经表示提升超声波速估计精度,适应不同组织和成像条件。
Implicit Neural Representations for Speed-of-Sound Estimation in Ultrasound
- 基于隐式神经网络建模超声波速分布,无需预设固定物理模型
- 在1480–1600 m/s范围的仿组织模型中实现高精度波速估计
- 适合真实组织与跨协议数据,克服传统方法的数据分布偏差问题
准确估计超声波速(SoS)对超声图像重建和组织表征至关重要。现有方法包括受断层扫描启发的算法(如CUTE)、卷积网络,以及基于可微束形成器的物理信息优化框架。本文采用隐式神经表示(INRs)进行超声波速估计。INRs是一种通过网络权重编码连续函数(如图像或物理量)的神经网络架构。相比传统方法依赖固定且简化的组织物理模型,隐式网络能自适应处理不同组织和成像条件。此外,依赖模拟数据训练的卷积网络常因分布外数据和数据偏移问题在真实组织上失效。而隐式网络无需大规模训练数据,每个网络针对单一数据案例优化,具备更强泛化能力。我们在含四个圆柱形异质体的仿组织模型上评估该方法,其波速范围为1480 m/s至1600 m/s,基底材料波速为1540 m/s。实验表明,所提方法表现优异,验证了隐式网络在定量超声应用中的有效性。
原文摘要 · Abstract (English)
Accurate estimation of the speed-of-sound (SoS) is important for ultrasound (US) image reconstruction techniques and tissue characterization. Various approaches have been proposed to calculate SoS, ranging from tomography-inspired algorithms like CUTE to convolutional networks, and more recently, physics-informed optimization frameworks based on differentiable beamforming. In this work, we utilize implicit neural representations (INRs) for SoS estimation in US. INRs are a type of neural network architecture that encodes continuous functions, such as images or physical quantities, through the weights of a network. Implicit networks may overcome the current limitations of SoS estimation techniques, which mainly arise from the use of non-adaptable and oversimplified physical models of tissue. Moreover, convolutional networks for SoS estimation, usually trained using simulated data, often fail when applied to real tissues due to out-of-distribution and data-shift issues. In contrast, implicit networks do not require extensive training datasets since each implicit network is optimized for an individual data case. This adaptability makes them suitable for processing US data collected from varied tissues and across different imaging protocols. We evaluated the proposed SoS estimation method based on INRs using data collected from a tissue-mimicking phantom containing four cylindrical inclusions, with SoS values ranging from 1480 m/s to 1600 m/s. The inclusions were immersed in a material with an SoS value of 1540 m/s. In experiments, the proposed method achieved strong performance, clearly demonstrating the usefulness of implicit networks for quantitative US applications.
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