用深度学习加速核反应堆严重事故模拟,1分钟预测40小时物理过程。
A Deep Learning-based surrogate model for Severe Accidents in nuclear reactors using ASTEC

- 用自编码器降维+神经微分方程构建代理模型,实现快速推理。
- 可同时预测约80个物理变量,稳定运行超5万步时间积分。
- 在CPU/GPU上均实现40小时仿真<1分钟,适合实时训练场景。
像事故源项评估代码(ASTEC)这样的整体代码是研究核反应堆严重事故(SAs)物理机制的强大工具。实时事故模拟器对核电站操作员培训也大有裨益,但每次模拟可能耗时数天,难以用于实时应用。本文提出一种基于深度学习的代理模型(SM),以加速SA模拟。该模型由自编码器(维度压缩)和神经微分方程(时间推进)组成,训练数据来自对断电(SBO)和失冷事故(LOCA)的ASTEC仿真采样。目标是近似ASTEC中压力容器域内的热工水力、堆芯退化和裂变产物释放等模块的多时空场。该模型可同时预测约80个物理变量(标量与场),保持稳定的自回归滚动至50,000个时间步。自编码器实现超过300倍的维度压缩,使模型在CPU与GPU上均能在1分钟内完成长达40小时的模拟。本工作首次系统探索了深度学习代理模型在模拟高度非线性、复杂物理过程方面的潜力与局限。
原文摘要 · Abstract (English)
Integral codes like the Accident Source Term Evaluation Code (ASTEC) are powerful tools to study the physics of Severe Accidents (SAs) in nuclear reactors. Real time SA simulators can also be helpful in training operators of nuclear plants to react correctly to malfunctions. However, SA simulators can take up to several days per simulation, making their use infeasible for real time applications. In this work we show how to speed up a SA simulator with a fast, Deep Learning based (DL), surrogate model (SM). The SM is built as a combination of a dimensionality reduction stage, via an AutoEncoder, and a time-stepping stage, via a Neural Ordinary Differential Equation. The data on which the SM is trained are obtained from the ASTEC simulator, by sampling a set of operator actions for station blackout (SBO) and loss-of-coolant accidents (LOCA). The objective of the developed SM is to approximate multiple spatio-temporal fields for the thermal-hydraulic physics, core degradation, and fission product release modules in ASTEC's vessel domain. The SM predicts simultaneously around $80$ different physical variables (both scalar and fields), maintaining a stable autoregressive rollout up to $50$ thousand time steps. In addition, the AutoEncoder achieves a dimensionality reduction by a factor of over $300$, which allows the SM to predict up to $40$ hours of simulation in under a minute, both on CPU and GPU. This work is the first study of the capabilities and limits of DL based surrogate modeling in approximating the challenging, highly non-linear physics of ASTEC.
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