基于贝叶斯网络的热管反应堆在线修正方法

Online correction method for heat pipe reactors based on Bayesian networks

  • 摘要: 随着热管反应堆运行工况的变化,其关键热工参数呈现显著波动,导致基于固定参数假设的数值模型难以准确表征其热工行为。为此,本工作针对热管堆中不可直接测量的关键热工参数,提出一种基于贝叶斯网络的在线修正方法。首先,构建热管反应堆三维数值模型并开展多工况模拟,构建仿真数据集;之后,训练贝叶斯网络模型刻画可直接测量的温度、功率与不可直接测量的间隙热阻、热损失率之间的条件概率关系;接着,基于测量的温度和功率利用贝叶斯网络估计出间隙热阻与热损失率的均值,并将该均值用于更新数值模型参数,从而提高模型的在线预测精度。最后,在热管堆硬件在环实验台架上验证了该方法。结果表明,修正后最大误差和平均误差分别为0.65%和0.42%,较修正前分别降低13.18%和9.59%,且数值模型的预测区间能够包络92%的实验数据。该研究可为人工智能算法在热管反应堆热工计算的应用中提供一定的参考。

     

    Abstract:
    Background As the operating conditions of the heat pipe reactor vary, its key thermal parameters exhibit significant fluctuations, making it difficult for numerical models based on fixed parameter assumptions to accurately characterize its thermal behavior.
    Purpose To address this, this work proposes an online correction method based on Bayesian networks for key thermal parameters that cannot be directly measured in the heat pipe reactor.
    Methods Firstly, a three-dimensional numerical model of the heat pipe reactor is constructed and multi-condition simulations are carried out to build a simulation dataset. Subsequently, a Bayesian network model is trained to characterize the conditional probability relationships between directly measurable temperature and power, and indirectly measurable gap thermal resistance and heat loss rate. Then, based on measured temperature and power, the Bayesian network is used to estimate the mean values of gap thermal resistance and heat loss rate, which are then used to update the parameters of the numerical model, thereby improving the model's online prediction accuracy.
    Results Finally, the method is validated on a hardware-in-the-loop experimental platform for the heat pipe reactor. The results show that the maximum and average errors after correction are 0.65% and 0.42%, respectively, which are reduced by 13.18% and 9.59% compared to those before correction. Moreover, the prediction interval of the numerical model can encompass 92% of the experimental data.
    Conclusions This work provides a reference for the application of artificial intelligence algorithms in thermal calculation of heat pipe reactors.

     

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