Murase K, Tanada S, Mogami H, Kawamura M, Miyagawa M, Yamada M, Higashino H, Lio A, Hamamoto K
Department of Radiology, Ehime University School of Medicine, Japan.
Med Phys. 1990 Jan-Feb;17(1):79-83. doi: 10.1118/1.596531.
A microsphere model is sometimes used when calculating cerebral blood flow (CBF) using N-isopropyl-p-[I-123]iodoamphetamine (IMP), and is based on the assumption that there is essentially no washout of IMP. The validity of a microsphere model was investigated by comparison with the values of CBF obtained by means of a model which takes into consideration the diffusion of IMP from brain tissue to blood (nonmicrosphere model). When calculating CBF by the latter model, the look-up table method was used with expression of the double integral in the model equation by the recursion relations, a method which is useful for obtaining pixel-by-pixel values. The average rate constants for diffusion from brain to blood of gray and white matter were 0.021 and 0.0016 min-1, respectively. The values of CBF obtained by applying a microsphere model to the data acquired from 0 to 3.2 min after IMP injection were overestimated by approximately 23% compared with those values obtained using a nonmicrosphere model. This is considered to be due to the effect of the IMP activity in the vascular space. Values obtained using the data acquired from 3.2 to 6.4 min were underestimated by approximately 15%. When the values of CBF obtained by a microsphere model were interpolated, they became nearly equal to those obtained using a nonmicrosphere model at about 4 to 5 min after injection. This is suggested to be the reason why the underestimation due to diffusion from brain to blood is cancelled out by the overestimation due to the IMP in the vascular space. Our preliminary results suggest that it is necessary to take the diffusion of IMP from brain tissue to blood into account for the quantification of CBF using IMP.
在使用 N-异丙基-p-[I-123]碘安非他明(IMP)计算脑血流量(CBF)时,有时会使用微球模型,该模型基于 IMP 基本无洗脱的假设。通过与考虑 IMP 从脑组织向血液扩散的模型(非微球模型)所获得的 CBF 值进行比较,研究了微球模型的有效性。使用后一种模型计算 CBF 时,采用查找表法,并通过递归关系表示模型方程中的二重积分,该方法有助于逐像素获取值。灰质和白质从脑向血液扩散的平均速率常数分别为 0.021 和 0.0016 min⁻¹。将微球模型应用于 IMP 注射后 0 至 3.2 分钟获取的数据所得到的 CBF 值,与使用非微球模型得到的值相比,高估了约 23%。这被认为是由于血管空间中 IMP 活性的影响。使用 3.2 至 6.4 分钟获取的数据得到的值低估了约 15%。当对微球模型得到的 CBF 值进行插值时,在注射后约 4 至 5 分钟,它们几乎与使用非微球模型得到的值相等。这表明从脑向血液扩散导致的低估被血管空间中 IMP 导致的高估抵消了。我们的初步结果表明,在使用 IMP 对 CBF 进行定量时,有必要考虑 IMP 从脑组织向血液的扩散。