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Uncertainty Estimation of the Dose Rate in Real-Time Applications Using Gaussian Process Regression

机译:使用高斯过程回归的实时应用中剂量率的不确定度估计

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摘要

Major standard organizations have addressed the issue of reporting uncertainties in dose rate estimations. There are, however, challenges in estimating uncertainties when the radiation environment is considered, especially in real-time dosimetry. This study reports on the implementation of Gaussian process regression based on a spectrum-to-dose conversion operator (i.e., G(E) function), the aim of which is to deal with uncertainty in dose rate estimation based on various irradiation geometries. Results show that the proposed approach provides the dose rate estimation as a probability distribution in a single measurement, thereby increasing its real-time applications. In particular, under various irradiation geometries, the mean values of the dose rate were closer to the true values than the point estimates calculated by a G(E) function obtained from the anterior–posterior irradiation geometry that is intended to provide conservative estimates. In most cases, the 95% confidence intervals of uncertainties included those conservative estimates and the true values over the range of 50–3000 keV. The proposed method, therefore, not only conforms to the concept of operational quantities (i.e., conservative estimates) but also provides more reliable results.
机译:主要的标准组织已经解决了剂量率估计中报告不确定性的问题。但是,在考虑辐射环境时,尤其是在实时剂量测定中,在估算不确定性方面存在挑战。这项研究报告了基于光谱到剂量转换算子(即G(E)函数)的高斯过程回归的实现,其目的是处理基于各种照射几何形状的剂量率估计中的不确定性。结果表明,所提出的方法将剂量率估计作为一次测量中的概率分布提供,从而增加了其实时应用。特别是,在各种照射几何形状下,剂量率的平均值比通过从前后照射几何形状获得的G(E)函数计算得出的点估计值更接近真实值,该点旨在提供保守的估计值。在大多数情况下,不确定性的95%置信区间包括那些保守估计和50-3000 keV范围内的真实值。因此,所提出的方法不仅符合操作量的概念(即保守估计),而且提供了更可靠的结果。

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