Longitudinal volume analysis from computed tomography: Reproducibility using adrenal glands as surrogate tumors

被引:3
|
作者
Prionas, Nicolas D. [1 ]
Gillen, Marijo A. [1 ]
Boone, John M. [1 ]
机构
[1] Univ Calif Davis, Med Ctr, Ellison Ambulat Care Ctr, Dept Radiol, Sacramento, CA 95817 USA
关键词
Computed tomography; volumetric; reproducibility;
D O I
10.4103/0971-6203.62130
中图分类号
R8 [特种医学]; R445 [影像诊断学];
学科分类号
1002 ; 100207 ; 1009 ;
摘要
This study aims to determine the precision (reproducibility) of volume assessment in routine clinical computed tomography (CT) using adrenal glands as surrogate tumors. Seven patients at our institution were identified retrospectively as having received numerous abdominal CT scans (average 13.1, range 5 to 20). The adrenal glands were used as surrogate tumors, assuming no actual volume change. Left and right adrenal gland volumes were assessed by hand segmentation for each patient scan. Over 1240 regions of interest were outlined in total. The reproducibility, expressed as the coefficient of variation (COV), was used to characterize measurement precision. The average volumes were 5.9 and 4.5 cm(3) for the left and right adrenal gland, respectively, with COVs of 17.8% and 18.9%, respectively. Using one patients data (20 scans) as an example surrogate for a spherical tumor, it was calculated that a 13% change in volume (4.2% change in diameter) could be determined with statistical significance at P=0.05. For this case, cursor positioning error in linear measurement of object size, by even 1 pixel on the CT image, corresponded to a significant change in volume (P=0.05). The precision of volume determination was dependent on total volume. Precision improved with increasing object size (r(2) =0.367). Given the small dimensions of the adrenal glands, the -18% COV is likely to be a high estimate compared to larger tumors. Modern CT scanners working with thinner sections (i.e. < 1 mm) are likely to produce better measurement precision. The use of volume measurement to quantify changing tumor size is supported as a more precise metric than linear measurement.
引用
收藏
页码:174 / 180
页数:7
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