Andersen C, Jensen F T
MR-Centre, Skejby University Hospital, Arhus, Denmark.
Magn Reson Imaging. 1994;12(5):775-84. doi: 10.1016/0730-725x(94)92202-0.
In order to evaluate the accuracy, precision and image plane uniformity a phantom study was undertaken on a 1.5 T whole-body MR imaging system (Philips Gyroscan S15 HP). The manufacturers algorithm for obtaining relaxation time images was used. This method uses Ratios and Least Squares (RLSQ-algorithm) on data obtained from a combination of a multi-echo (CPMG) and an inversion recovery pulse sequence, yielding a calculated T1-, T2- and a proton density image simultaneously. T1 and T2 accuracy was measured in phantoms consisting of CuSO4 and MnCl2 in aqueous solution in different concentrations. The results were compared to a reference T1 and T2 obtained by spectroscopy. The accuracy error over the entire relaxation time range was expressed as the root mean square of the modulus of the difference between the reference and the image measurement and was 2.3% for T1 and 4.1% for T2. Precision or reproducibility was measured by 11 double estimations on 11 samples. The precision error was 0.35% for both T1 and T2. Image plane uniformity, i.e., the homogeneity of pixel values throughout the image plane, was measured by 3 consecutive image readings from a phantom of 19 cm in diam. in 8 directions 45 degrees apart and 1, 3, 5, 7, 9 cm from the center. Errors in the imaging plane were expressed as the deviation from the center value. For both T1 and T2 the maximum deviation was less than 5% over the entire image in the transverse plane. It is concluded that when the pulse sequence timings are carefully optimized, the mixed imaging sequence in combination with the RLSQ algorithm used in this MRI system is a reliable and precise means of obtaining relaxation time data.
为了评估准确性、精密度和图像平面均匀性,在一台1.5T全身磁共振成像系统(飞利浦Gyroscan S15 HP)上进行了模体研究。使用了制造商获取弛豫时间图像的算法。该方法对从多回波(CPMG)和反转恢复脉冲序列组合获得的数据采用比率和最小二乘法(RLSQ算法),同时生成计算得到的T1、T2和质子密度图像。在由不同浓度的硫酸铜和氯化锰水溶液组成的模体中测量T1和T2的准确性。将结果与通过光谱法获得的参考T1和T2进行比较。整个弛豫时间范围内的准确性误差表示为参考值与图像测量值之差的模的均方根,T1为2.3%,T2为4.1%。通过对11个样本进行11次双份估计来测量精密度或可重复性。T1和T2的精密度误差均为0.35%。图像平面均匀性,即整个图像平面上像素值的均匀性,通过对一个直径为19cm的模体在与中心距离为1、3、5、7、9cm且相隔45度的8个方向上进行3次连续图像读取来测量。成像平面中的误差表示为与中心值的偏差。对于T1和T2,在整个横向平面图像上的最大偏差均小于5%。结论是,当仔细优化脉冲序列定时时,该MRI系统中使用的混合成像序列与RLSQ算法相结合是获取弛豫时间数据的可靠且精确的方法。