Wang Deming, Strugnell Wendy, Cowin Gary, Doddrell David M, Slaughter Richard
Centre for Magnetic Resonance, The University of Queensland, St. Lucia, QLD 4072, Australia.
Magn Reson Imaging. 2004 Nov;22(9):1211-21. doi: 10.1016/j.mri.2004.08.012.
Recently, a 3D phantom that can provide a comprehensive and accurate measurement of the geometric distortion in MRI has been developed. Using this phantom, a full assessment of the geometric distortion in a number of clinical MRI systems (GE and Siemens) has been carried out and detailed results are presented in this paper. As expected, the main source of geometric distortion in modern superconducting MRI systems arises from the gradient field nonlinearity. Significantly large distortions with maximum absolute geometric errors ranged between 10 and 25 mm within a volume of 240 x 240 x 240 mm(3) were observed when imaging with the new generation of gradient systems that employs shorter coils. By comparison, the geometric distortion was much less in the older-generation gradient systems. With the vendor's correction method, the geometric distortion measured was significantly reduced but only within the plane in which these 2D correction methods were applied. Distortion along the axis normal to the plane was, as expected, virtually unchanged. Two-dimensional correction methods are a convenient approach and in principle they are the only methods that can be applied to correct geometric distortion in a single slice or in multiple noncontiguous slices. However, these methods only provide an incomplete solution to the problem and their value can be significantly reduced if the distortion along the normal of the correction plane is not small.
最近,已开发出一种能够全面、准确测量磁共振成像(MRI)中几何畸变的三维体模。利用该体模,对多个临床MRI系统(通用电气和西门子)中的几何畸变进行了全面评估,并在本文中给出了详细结果。正如预期的那样,现代超导MRI系统中几何畸变的主要来源是梯度场非线性。当使用采用更短线圈的新一代梯度系统成像时,在240×240×240 mm³的体积内观察到了显著的大畸变,最大绝对几何误差在10至25 mm之间。相比之下,旧一代梯度系统中的几何畸变要小得多。使用供应商的校正方法,测量到的几何畸变显著降低,但仅在应用这些二维校正方法的平面内。正如预期的那样,垂直于该平面的轴向上的畸变几乎没有变化。二维校正方法是一种方便的方法,原则上它们是唯一可用于校正单个切片或多个不连续切片中几何畸变的方法。然而,这些方法只是对该问题提供了一个不完整的解决方案,如果沿校正平面法线方向的畸变不小,它们的价值会显著降低。