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Reference air kerma and kerma-area product as estimators of peak skin dose for fluoroscopically guided interventions

机译:参考空气比释动能和比释动能面积乘积作为在荧光镜引导下的皮肤峰值剂量的估计量

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摘要

>Purpose: To determine more accurate regression formulas for estimating peak skin dose (PSD) from reference air kerma (RAK) or kerma-area product (KAP).>Methods: After grouping of the data from 21 procedures into 13 clinically similar groups, assessments were made of optimal clustering using the Bayesian information criterion to obtain the optimal linear regressions of (log-transformed) PSD vs RAK, PSD vs KAP, and PSD vs RAK and KAP.>Results: Three clusters of clinical groups were optimal in regression of PSD vs RAK, seven clusters of clinical groups were optimal in regression of PSD vs KAP, and six clusters of clinical groups were optimal in regression of PSD vs RAK and KAP. Prediction of PSD using both RAK and KAP is significantly better than prediction of PSD with either RAK or KAP alone. The regression of PSD vs RAK provided better predictions of PSD than the regression of PSD vs KAP. The partial-pooling (clustered) method yields smaller mean squared errors compared with the complete-pooling method.>Conclusion: PSD distributions for interventional radiology procedures are log-normal. Estimates of PSD derived from RAK and KAP jointly are most accurate, followed closely by estimates derived from RAK alone. Estimates of PSD derived from KAP alone are the least accurate. Using a stochastic search approach, it is possible to cluster together certain dissimilar types of procedures to minimize the total error sum of squares.
机译:>目的:要确定更准确的回归公式,以根据参考空气比释动能(RAK)或比释动能区域产品(KAP)估算峰值皮肤剂量(PSD)。>方法:将来自21个程序的数据分为13个临床相似的组,使用贝叶斯信息准则对最佳聚类进行评估,以获得(对数转换后)PSD与RAK,PSD与RAP,PSD与RAK和KAP的最佳线性回归。 >结果:三个组的PSD与RAK的回归最佳,七个临床组的PSD与KAP的回归最佳,六个临床组的PSD与RAP的回归最佳。 RAK和KAP。使用RAK和KAP进行PSD的预测要比单独使用RAK或KAP进行的PSD预测好得多。 PSD与RAK的回归比PSD与KAP的回归提供了更好的PSD预测。与完全合并方法相比,部分合并(集群)方法产生的均方误差较小。>结论:介入放射学程序的PSD分布是对数正态的。从RAK和KAP联合得出的PSD估计值是最准确的,紧随其后的是仅从RAK得出的估计值。仅从KAP得出的PSD估计值最不准确。使用随机搜索方法,可以将某些不同类型的过程聚类在一起,以使平方的总误差和最小。

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