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Supercritical transient analysis in coupled fuel debris systems of symmetric and asymmetric geometry using integral kinetic model

机译:使用积分动力学模型对对称和不对称几何形状的耦合燃料碎片系统中的超临界瞬态分析

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Analysis of a possible criticality accident during decommissioning of the Fukushima Daiichi NPS (1FNPS) by evaluating the potential energy and dose release is important for safety. Yet choosing an appropriate method for such analysis can be challenging because of the unknown state of fuel debris inside the reactors. Past experience with the TMI-2 accident, however, suggests that fuel debris at 1FNPS could be highly heterogeneous in terms of both composition and geometry consisting of physically distinct but neutronically coupled debris regions. Conventionally, a one-point kinetic model (PKM) supplemented with deterministic method was used for transient analysis. However, the PKM fundamentally does not provide space-dependent quantities. Thus, an integral kinetic model (IKM) aided by Monte Carlo transport method is more suitable because it takes space/region-dependency into account. As a preliminary analysis for the long term effort of analyzing criticality accidents involving fuel debris, in this study an effect of surrounding debris during a supercritical transient in simple two-region coupled debris systems of symmetric and asymmetric geometry were investigated using the IKM with simple Doppler feedback mechanism. The obtained results included region-wise fission rate profile and energy release. The results indicated that total energy release decreased about exponentially as the distance between two regions increased. (C) 2017 Elsevier Ltd. All rights reserved.
机译:通过评估势能和剂量释放来分析福岛第一核电站(1FNPS)退役期间可能发生的严重事故对于安全至关重要。然而,由于反应堆内部燃料碎片的状态未知,因此选择合适的方法进行此类分析可能具有挑战性。然而,过去的TMI-2事故经验表明,在1FNPS处的燃料残渣在组成和几何形状方面可能是高度异质的,这些成分和几何形状由物理上不同但通过中子耦合的残渣区域组成。常规地,使用补充有确定性方法的单点动力学模型(PKM)进行瞬态分析。但是,PKM根本不提供与空间有关的数量。因此,借助于蒙特卡洛传输方法的积分动力学模型(IKM)更适合,因为它考虑了空间/区域依赖性。作为长期分析涉及燃料碎片的关键事故的初步分析,本研究使用带简单多普勒的IKM,研究了对称和非对称几何简单两区域耦合碎片系统中超临界瞬变过程中周围碎片的影响。反馈机制。获得的结果包括区域裂变速率分布和能量释放。结果表明,随着两个区域之间距离的增加,总的能量释放量呈指数下降。 (C)2017 Elsevier Ltd.保留所有权利。

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