Sydney Translational Imaging Laboratory, Heart Research Institute, Charles Perkins Centre, University of Sydney, Sydney, Australia.
Sydney Medical School, University of Sydney, Camperdown, Australia.
Magn Reson Med. 2017 Nov;78(5):1959-1968. doi: 10.1002/mrm.26557. Epub 2016 Nov 24.
4D-flow MRI obtains a time-dependent 3D velocity field; however, its use for the calculation of higher-order parameters is limited by noise. We present an algorithm for denoising 4D-flow data.
By integrating a velocity field and eliminating streamlines in noisy flow, depicted by high curvature, a denoised dataset may be extracted. This method, defined as the velocity field improvement (VFIT) algorithm, was validated in an analytical dataset and using in vivo data in comparison with a computation fluid dynamics (CFD) simulation. As a proof of principal, wall shear stress (WSS) measurements in the descending aorta were compared with those defined by CFD.
The VFIT algorithm achieved a >100% noise reduction of a corrupted analytical dataset. In addition, 4D-flow data were cleaned to show improved spatial resolution and near wall velocity representation. WSS measures compared well with CFD data and bulk flow dynamics were retained (<2% difference in flow measurements).
This study presents a method for denoising 4D-flow datasets with improved spatial resolution. Bulk flow dynamics are accurately conserved while velocity and velocity gradient fields are improved; this is important in the calculation of higher-order parameters such as WSS, which are shown to be more comparable to CFD measures. Magn Reson Med 78:1959-1968, 2017. © 2016 International Society for Magnetic Resonance in Medicine.
4D-flow MRI 可获取时变的 3D 速度场;但因其易受噪声干扰,其在高阶参数计算方面的应用受到限制。我们提出了一种 4D-flow 数据去噪算法。
通过整合速度场并消除高曲率处描绘的噪声流中的流线,可以提取去噪数据集。该方法被定义为速度场改进(VFIT)算法,通过分析数据集和与计算流体动力学(CFD)模拟进行的体内数据验证。作为原理验证,比较了降主动脉壁切应力(WSS)的测量值与 CFD 定义的测量值。
VFIT 算法可实现受污染分析数据集的 >100%噪声降低。此外,4D-flow 数据得到了清理,空间分辨率和近壁速度表示得到了改善。WSS 测量值与 CFD 数据吻合较好,保留了主流动力学(<2%的流量测量差异)。
本研究提出了一种可提高空间分辨率的 4D-flow 数据集去噪方法。在改进速度和速度梯度场的同时,还能准确保留主流动力学;这对于计算 WSS 等高阶参数很重要,因为 WSS 与 CFD 测量值更具可比性。磁共振医学 78:1959-1968,2017。©2016 国际磁共振学会。