Koole M, D'Asseler Y, Van Laere K, Van de Walle R, Van de Wiele C, Lemahieu I, Dierckx R A
ELIS, MEDISIP, University of Ghent, Belgium.
Nucl Med Commun. 1999 Jul;20(7):659-69. doi: 10.1097/00006231-199907000-00009.
The aim of this study was to assess the accuracy and computing time needed for MRI-SPET and SPET-SPET brain co-registration using eight different algorithms (Hermes software from Nuclear Diagnostics Ltd run on a SUN Ultra Sparc 2) to determine the clinically most suitable algorithm. MRI-SPET co-registration was evaluated using phantom studies. To approximate clinical dual-headed SPET studies, a Hoffman brain phantom was filled with 99Tcm. For MRI imaging (1.5 Tesla), the phantom was filled with water and doped with Gd-DTPA for contrast enhancement. For both modalities, phantom images were acquired and reconstructed using a routine clinical protocol. MRI and SPET images were matched by Downhill Simplex minimization of the sum of absolute Count Differences (CD), the sum of the Square Root of absolute count differences (SR), the Difference in Shape between the binary masks (SD), the number of Sign Changes in the subtracted image (SC), the Variance of intensities between corresponding pixels (VAR), the sum of absolute count differences between the 2D- and 3D-Gradient images (2DG-3DG) and, finally, the standard deviation of the Uniformity Index (UI), that is the intensity ratio between spatially corresponding voxels. Six degrees of freedom were allowed (three translation and three rotation parameters, three scaling parameters were constrained). The accuracy of the matching process with these different similarity measures was evaluated via the residual mismatch between external markers. We found that CD, SR, VAR nad UI give the most accurate registration compared with the other similarity measures. For the evaluation of SPET-SPET co-registration, five 99Tcm-ECD brain perfusion SPET scans were performed with a dual-headed gamma camera. These studies were then manually misaligned, and subsequently re-aligned using the methods outlined above. For this application, CD, SR and VAR were also found to give the most accurate registration. For all of these algorithms, the computing time required was clinically acceptable (i.e. less than 10 min).
本研究的目的是使用八种不同算法(在SUN Ultra Sparc 2上运行的Nuclear Diagnostics Ltd的Hermes软件)评估MRI-SPET和SPET-SPET脑图像配准所需的准确性和计算时间,以确定临床上最合适的算法。通过模型研究评估MRI-SPET配准。为了模拟临床双头SPET研究,将Hoffman脑模型填充99Tcm。对于MRI成像(1.5特斯拉),模型填充水并掺杂钆喷酸葡胺以增强对比度。对于这两种模态,使用常规临床方案采集并重建模型图像。通过绝对计数差(CD)之和、绝对计数差平方根之和(SR)、二值化掩膜之间的形状差异(SD)、相减图像中的符号变化数(SC)、对应像素之间强度的方差(VAR)、二维和三维梯度图像之间的绝对计数差之和(2DG-3DG)以及最后均匀性指数(UI,即空间对应体素之间的强度比)的标准差的下山单纯形最小化来匹配MRI和SPET图像。允许六个自由度(三个平移参数、三个旋转参数,三个缩放参数受到约束)。通过外部标记之间的残余不匹配评估使用这些不同相似性度量的匹配过程的准确性。我们发现,与其他相似性度量相比,CD、SR、VAR和UI给出了最准确的配准。为了评估SPET-SPET配准,使用双头伽马相机进行了五次99Tcm-ECD脑灌注SPET扫描。然后手动将这些研究图像错位,随后使用上述方法重新对齐。对于此应用,还发现CD、SR和VAR给出了最准确的配准。对于所有这些算法,所需的计算时间在临床上是可接受的(即少于10分钟)。