Carpenter Trevor K, Armitage Paul A, Bastin Mark E, Wardlaw Joanna M
Department of Clinical Neurosciences, School of Molecular and Clinical Medicine, University of Edinburgh, Western General Hospital, UK.
Magn Reson Med. 2006 Jun;55(6):1342-9. doi: 10.1002/mrm.20908.
Dynamic susceptibility contrast (DSC)-MRI is commonly used to measure cerebral perfusion in acute ischemic stroke. Quantification of perfusion parameters involves deconvolution of the tissue concentration-time curves with an arterial input function (AIF), typically with the use of singular value decomposition (SVD). To mitigate the effects of noise on the estimated cerebral blood flow (CBF), a regularization parameter or threshold is used. Often a single global threshold is applied to every voxel, and its value has a dramatic effect on the CBF values obtained. When a single global threshold was applied to simulated concentration-time curves produced using exponential, triangular, and boxcar residue functions, significant systematic errors were found in the measured perfusion parameters. We estimate the errors obtained for different sampling intervals and signal-to-noise ratios (SNRs), and discuss the source of the systematic error. We present a method that partially corrects for the systematic error in the presence of an exponential residue function by applying a linear fit, which removes underestimates of long mean transit time (MTT) and overestimates of short MTT. For example, the correction reduced the error at a temporal resolution of 2.5 s and an SNR of 30 from 29.1% to 11.7%. However, the error is largest in the presence of noise and at MTTs that are likely to be encountered in areas of hypoperfusion; furthermore, even though it is reduced, it cannot be corrected for exactly.
动态磁敏感对比(DSC)-磁共振成像常用于测量急性缺血性卒中的脑灌注。灌注参数的量化涉及用动脉输入函数(AIF)对组织浓度-时间曲线进行去卷积,通常使用奇异值分解(SVD)。为减轻噪声对估计脑血流量(CBF)的影响,会使用正则化参数或阈值。通常对每个体素应用单个全局阈值,其值对获得的CBF值有显著影响。当对使用指数、三角和方波残留函数生成的模拟浓度-时间曲线应用单个全局阈值时,在测量的灌注参数中发现了显著的系统误差。我们估计了不同采样间隔和信噪比(SNR)下获得的误差,并讨论了系统误差的来源。我们提出了一种方法,通过应用线性拟合来部分校正指数残留函数存在时的系统误差,该方法消除了对长平均通过时间(MTT)的低估和对短MTT的高估。例如,在时间分辨率为2.5秒且SNR为30时,校正将误差从29.1%降低到了11.7%。然而,在存在噪声以及在灌注不足区域可能遇到的MTT情况下,误差最大;此外,即使误差有所降低,也无法完全校正。