仪器响应函数不确定性对聚变中子源重建影响的自举估计。

Kevin M. Lamb, V. Geppert-Kleinrath, N. Birge, C. Danly, L. Divol, D. Fittinghoff, M. Freeman, A. Pak, C. Wilde, A. Zylstra, P. Volegov
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引用次数: 0

摘要

中子成像仪是国家点火装置惯性约束聚变内爆的重要诊断仪器。它们提供了中子源形状的二维和三维重建,这是整体性能的关键指标。为了正确地解释形状结果,估计这些重建中的不确定性是至关重要的。不确定性主要有两个来源:有限的中子统计量,导致重建图像中的随机误差,以及对仪器响应函数(针孔相关的点扩展函数)的不完全了解。统计误差主导了低产率氘-氚(DT)弹的不确定度,而仪器响应函数的误差主导了1016中子或更高数量级的DT产率的不确定度。在这项工作中,由于不完全了解仪器响应函数,一种自举方法估计了重建图像中的不确定性。主要的重建是由与中子源最佳对准的针孔图像的固定集合创建的。然后使用该图像集合的子集构建额外的重建。这些额外重建形状的变化完全源于仪器响应函数的不确定性,允许我们使用它们来提供额外的系统不确定性估计。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Bootstrap estimation of the effect of instrument response function uncertainty on the reconstruction of fusion neutron sources.
Neutron imagers are important diagnostics for the inertial confinement fusion implosions at the National Ignition Facility. They provide two- and three-dimensional reconstructions of the neutron source shape that are key indicators of the overall performance. To interpret the shape results properly, it is critical to estimate the uncertainty in those reconstructions. There are two main sources of uncertainties: limited neutron statistics, leading to random errors in the reconstructed images, and incomplete knowledge of the instrument response function (the pinhole-dependent point spread function). While the statistical errors dominate the uncertainty for lower yield deuterium-tritium (DT) shots, errors due to the instrument response function dominate the uncertainty for DT yields on the order of 1016 neutrons or higher. In this work, a bootstrapping method estimates the uncertainty in a reconstructed image due to the incomplete knowledge of the instrument response function. The main reconstruction is created from the fixed collection of pinhole images that are best aligned with the neutron source. Additional reconstructions are then built using subsets of that collection of images. Variations in the shapes of these additional reconstructions originate solely from uncertainties in the instrument response function, allowing us to use them to provide an additional systematic uncertainty estimate.
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