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动态发射计算机断层扫描的定量潜能

Quantitative potentials of dynamic emission computed tomography.

作者信息

Budinger T F, Derenzo S E, Greenberg W L, Gullberg G T, Huesman R H

出版信息

J Nucl Med. 1978 Mar;19(3):309-15.

PMID:632910
Abstract

Statistical uncertainties in emission computed tomography were simulated in 60 computer studies involving various numbers of events and distributions of activity. Previous studies have shown that for a uniform disc of activity of rms percentage of uncertainty per resolution cell is: 120 X (number of resolution cells)1/4 X (number of events per resolution cell)- 1/2. In this work we examined the more general situation where one or two regions of uniform activity are surrounded by a uniform background, and found that for an equal number of recorded events the uncertainties were reduced when the activity was concentrated in a portion of the field. The empirical relation rms % uncertainty in nt = 120(N)1/4(nt)-3/4, where nt is the number of events in an average target (organ) resolution cell and N is the total number of events recorded, satisfactorily described the relationships between uncertainties, contrast, total number of detected events, and number of resolution cells for all 60 computer studies. By means of this relation, we show the theoretical possibility of gated cardiac imaging with 20% uncertainty in 1 cm X 1 cm regions, and of 1-sec cerebral blood-flow images with 20% uncertainty in 2 cm X 2 cm regions.

摘要

在60项计算机研究中模拟了发射型计算机断层扫描中的统计不确定性,这些研究涉及不同数量的事件和放射性分布。先前的研究表明,对于均匀放射性圆盘,每个分辨率单元的均方根百分比不确定性为:120×(分辨率单元数量)^(1/4)×(每个分辨率单元的事件数量)^(-1/2)。在这项工作中,我们研究了更一般的情况,即一个或两个均匀放射性区域被均匀背景包围,并且发现当放射性集中在视野的一部分时,对于相同数量的记录事件,不确定性会降低。经验关系式均方根百分比不确定性(nt)=120(N)^(1/4)(nt)^(-3/4),其中nt是平均目标(器官)分辨率单元中的事件数量,N是记录的事件总数,该式令人满意地描述了所有60项计算机研究中不确定性、对比度、检测到的事件总数和分辨率单元数量之间的关系。通过这个关系式,我们展示了在1 cm×1 cm区域不确定性为20%的门控心脏成像以及在2 cm×2 cm区域不确定性为20%的1秒脑血流图像的理论可能性。

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