Kamiya Kouhei, Kamagata Koji, Ogaki Kotaro, Hatano Taku, Ogawa Takashi, Takeshige-Amano Haruka, Murata Syo, Andica Christina, Murata Katsutoshi, Feiweier Thorsten, Hori Masaaki, Hattori Nobutaka, Aoki Shigeki
Department of Radiology, Juntendo University School of Medicine, Tokyo, Japan.
Department of Radiology, Toho University, Tokyo, Japan.
Front Neurosci. 2020 Oct 15;14:584510. doi: 10.3389/fnins.2020.584510. eCollection 2020.
Microstructure imaging by means of multidimensional diffusion encoding is increasingly applied in clinical research, with expectations that it yields a parameter that better correlates with clinical disability than current methods based on single diffusion encoding. Under the assumption that diffusion within a voxel can be well described by a collection of diffusion tensors, several parameters of this diffusion tensor distribution can be derived, including mean size, variance of sizes, orientational dispersion, and microscopic anisotropy. The information provided by multidimensional diffusion encoding also enables us to decompose the sources of the conventional fractional anisotropy and mean kurtosis. In this study, we explored the utility of the diffusion tensor distribution approach for characterizing white-matter degeneration in aging and in Parkinson disease by using double diffusion encoding. Data from 23 healthy older subjects and 27 patients with Parkinson disease were analyzed. Advanced age was associated with greater mean size and size variances, as well as smaller microscopic anisotropy. By analyzing the parameters underlying diffusion kurtosis, we found that the reductions of kurtosis in aging and Parkinson disease reported in the literature are likely driven by the reduction in microscopic anisotropy. Furthermore, microscopic anisotropy correlated with the severity of motor impairment in the patients with Parkinson disease. The present results support the use of multidimensional diffusion encoding in clinical studies and are encouraging for its future clinical implementation.
通过多维扩散编码进行微观结构成像在临床研究中的应用越来越广泛,人们期望它能产生一个比基于单扩散编码的现有方法与临床残疾相关性更好的参数。假设体素内的扩散可以通过一组扩散张量很好地描述,那么可以推导出该扩散张量分布的几个参数,包括平均大小、大小方差、方向离散度和微观各向异性。多维扩散编码提供的信息还使我们能够分解传统分数各向异性和平均峰度的来源。在本研究中,我们通过使用双扩散编码探索了扩散张量分布方法在表征衰老和帕金森病中白质退变方面的效用。分析了23名健康老年受试者和27名帕金森病患者的数据。高龄与更大的平均大小和大小方差以及更小的微观各向异性相关。通过分析扩散峰度的潜在参数,我们发现文献中报道的衰老和帕金森病中峰度的降低可能是由微观各向异性的降低所驱动。此外,微观各向异性与帕金森病患者的运动障碍严重程度相关。目前的结果支持在临床研究中使用多维扩散编码,并为其未来的临床应用带来了希望。