核电设施退役的数学决策支持模型

V. V. Bochkarev, A. Kryanev, D. S. Smirnov
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引用次数: 1

摘要

提出了一种支持核电设施退役决策的数学模型结构。拟议的结构包括一项基于多标准方法分析核动力设施退役的各种选择方案的计划。特别是,与通常的核退役变体(绿地场地恢复和现场放射性废物处理)一起,建议的模型允许它们的最佳组合。该模型考虑了初始数据的不确定性,包括专家确定的数据,其不确定性用模糊集来描述。该数学决策支持模型对退役核设施的大量指标进行评估,将其简化为若干汇总标准。其中最重要的是潜在危险的综合指标和综合财务指标,同时考虑到它们的不确定性程度。拟议的方案允许找到核设施退役的最佳变量,该变量对应于表征核和辐射安全指标与退役核能使用对象的经济指标维持值的标准的最佳相关性。
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Mathematical Decision Support Model for the Decommissioning of Nuclear Power Facilities
The paper proposes a structure of a mathematical model for supporting decision-making on the decommissioning of nuclear power facilities. The proposed structure includes a scheme of analysing the various options for decommissioning nuclear power facilities based on a multi-criteria approach. In particular, along with the usual nuclear decommissioning variants (the green-field site restoration and the disposal of radioactive waste on site), the suggested model allows their optimal combination. The model takes into account the uncertainties in the initial data, including data determined expertly, whose uncertainty is described by fuzzy sets. The mathematical decision support model evaluates a large number of indicators of the nuclear facility to be decommissioned, reducing them to several aggregated criteria. Of those the most significant are the composite indicator of potential hazard and the aggregate financial indicator, taking into account the levels of their uncertainty. The proposed scheme allows finding of the optimal variant for decommissioning a nuclear facility that corresponds to the optimal correlation of criteria characterizing the maintenance of values of nuclear and radiation safety indicators and economic indicators of the decommissioned object of nuclear energy use.
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