Abe Kazuyuki, Kobayashi Tomoya, Shiotani Seiji, Saito Hajime, Kaga Kazunori, Tashiro Kazuya, Someya Satoka, Hayakawa Hideyuki, Homma Kazuhiro
Department of Radiological Science, Faculty of Health Sciences, Junshin Gakuen University.
Magn Reson Med Sci. 2015;14(4):251-5. doi: 10.2463/mrms.2014-0086. Epub 2015 Mar 31.
Signal intensity (SI) and image contrast on postmortem magnetic resonance (MR) imaging are different from those of imaging of living bodies. We sought to suppress the SI of cerebrospinal fluid (CSF) sufficiently for fluid-attenuated inversion recovery (FLAIR) sequence in postmortem MR (PMMR) imaging by optimizing inversion time (TI).
We subject 28 deceased patients to PMMR imaging 3 to 113 hours after confirmation of death (mean, 27.4 hrs.). PMMR imaging was performed at 1.5 tesla, and T1 values of CSF were measured with maps of relaxation time. Rectal temperatures (RT) measured immediately after PMMR imaging ranged from 6 to 32°C (mean, 15.4°C). We analyzed the relationship between T1 and RT statistically using Pearson's correlation coefficient. We obtained FLAIR images from one cadaver using both a TI routinely used for living bodies and an optimized TI calculated from the RT.
T1 values of CSF ranged from 2159 to 4063 ms (mean 2962.4), and there was a significantly positive correlation between T1 and RT (r = 0.96, P < 0.0001). The regression expression for the relationship was T1 = 74.4 * RT + 1813 for a magnetic field strength of 1.5T. The SI of CSF was effectively suppressed with the optimized TI (0.693 * T1), namely, TI = 0.693 * (77.4 * RT + 1813).
Use of the TI calculated from the linear regression of the T1 and RT optimizes the FLAIR sequence of PMMR imaging.
尸检磁共振成像(MR)的信号强度(SI)和图像对比度与活体成像不同。我们试图通过优化反转时间(TI),在尸检MR(PMMR)成像的液体衰减反转恢复(FLAIR)序列中充分抑制脑脊液(CSF)的SI。
我们对28例已故患者在确认死亡后3至113小时(平均27.4小时)进行PMMR成像。PMMR成像在1.5特斯拉下进行,CSF的T1值通过弛豫时间图测量。PMMR成像后立即测量的直肠温度(RT)范围为6至32°C(平均15.4°C)。我们使用Pearson相关系数对T1和RT之间的关系进行统计学分析。我们使用常用于活体的TI和根据RT计算的优化TI从一具尸体获得FLAIR图像。
CSF的T1值范围为2159至4063毫秒(平均2962.4),T1与RT之间存在显著正相关(r = 0.96,P < 0.0001)。对于1.5T的磁场强度,该关系的回归表达式为T1 =