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使用深度神经网络的加速心脏扩散张量成像

Accelerated cardiac diffusion tensor imaging using deep neural network.

作者信息

Liu Shaonan, Liu Yuanyuan, Xu Xi, Chen Rui, Liang Dong, Jin Qiyu, Liu Hui, Chen Guoqing, Zhu Yanjie

机构信息

Paul C. Lauterbur Research Centre for Biomedical Imaging, Shenzhen Institutes of Advanced Technology, Chinese Academy of Sciences, Shenzhen, Guangdong, People's Republic of China.

Department of Computer Science, Inner Mongolia University, Hohhot, People's Republic of China.

出版信息

Phys Med Biol. 2023 Jan 5;68(2). doi: 10.1088/1361-6560/acaa86.

Abstract

Cardiac diffusion tensor imaging (DTI) is a noninvasive method for measuring the microstructure of the myocardium. However, its long scan time significantly hinders its wide application. In this study, we developed a deep learning framework to obtain high-quality DTI parameter maps from six diffusion-weighted images (DWIs) by combining deep-learning-based image generation and tensor fitting, and named the new framework FG-Net. In contrast to frameworks explored in previous deep-learning-based fast DTI studies, FG-Net generates inter-directional DWIs from six input DWIs to supplement the loss information and improve estimation accuracy for DTI parameters. FG-Net was evaluated using two datasets ofhuman hearts. The results showed that FG-Net can generate fractional anisotropy, mean diffusivity maps, and helix angle maps from only six raw DWIs, with a quantification error of less than 5%. FG-Net outperformed conventional tensor fitting and black-box network fitting in both qualitative and quantitative metrics. We also demonstrated that the proposed FG-Net can achieve highly accurate fractional anisotropy and helix angle maps in DWIs with different-values.

摘要

心脏扩散张量成像(DTI)是一种用于测量心肌微观结构的非侵入性方法。然而,其较长的扫描时间严重阻碍了它的广泛应用。在本研究中,我们开发了一种深度学习框架,通过结合基于深度学习的图像生成和张量拟合,从六幅扩散加权图像(DWI)中获取高质量的DTI参数图,并将新框架命名为FG-Net。与以往基于深度学习的快速DTI研究中探索的框架不同,FG-Net从六幅输入DWI生成方向间DWI,以补充损失信息并提高DTI参数的估计精度。使用两个人类心脏数据集对FG-Net进行了评估。结果表明,FG-Net仅从六幅原始DWI就能生成分数各向异性、平均扩散率图和螺旋角图,量化误差小于5%。在定性和定量指标方面,FG-Net均优于传统张量拟合和黑箱网络拟合。我们还证明,所提出的FG-Net能够在具有不同值的DWI中实现高精度的分数各向异性和螺旋角图。

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