四维流磁共振成像上的无分割速度场超分辨率

Sébastien Levilly;Saïd Moussaoui;Jean-Michel Serfaty
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引用次数: 0

摘要

在心血管疾病的诊断和评估中,血流观测具有很高的价值。为此,二维相位对比 MRI 被广泛应用于临床常规。四维血流磁共振成像序列可对感兴趣区域内的解剖形状和速度矢量进行动态成像,具有良好的前景,但由于其分辨率和信噪比(SNR)较低而很少使用。计算流体动力学(CFD)模拟被认为是提高分辨率的参考方案。然而,它的精确性依赖于图像分割和定义血管边界的临床专业知识。本文的主要贡献在于无分割超分辨率(SFSR)算法。基于逆问题方法,SFSR 依靠最小化一个复合准则,该准则涉及:数据保真度项、流体力学项和空间速度平滑项。在具有多种噪声水平的合成三维数据集上,从量化误差和计算时间的角度对所提出的算法进行了评估,结果显示 RMSE 提高了 59%,在噪声标准偏差为 Venc 的 5%的情况下,超分辨率提高了 2 倍。最后,在具有更复杂模式的脉冲血流模型数据集上,以 2 和 3 的比例因子展示了其性能。在体内的应用可在 10 分钟的计算时间内完成。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Segmentation-Free Velocity Field Super-Resolution on 4D Flow MRI
Blood flow observation is of high interest in cardiovascular disease diagnosis and assessment. For this purpose, 2D Phase-Contrast MRI is widely used in the clinical routine. 4D flow MRI sequences, which dynamically image the anatomic shape and velocity vectors within a region of interest, are promising but rarely used due to their low resolution and signal-to-noise ratio (SNR). Computational fluid dynamics (CFD) simulation is considered as a reference solution for resolution enhancement. However, its precision relies on image segmentation and a clinical expertise for the definition of the vessel borders. The main contribution of this paper is a Segmentation-Free Super-Resolution (SFSR) algorithm. Based on inverse problem methodology, SFSR relies on minimizing a compound criterion involving: a data fidelity term, a fluid mechanics term, and a spatial velocity smoothing term. The proposed algorithm is evaluated with respect to state-of-the-art solutions, in terms of quantification error and computation time, on a synthetic 3D dataset with several noise levels, resulting in a 59% RMSE improvement and factor 2 super-resolution with a noise standard deviation of 5% of the Venc. Finally, its performance is demonstrated, with a scale factor of 2 and 3, on a pulsed flow phantom dataset with more complex patterns. The application on in-vivo were achievable within the 10 min. computation time.
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