基于神经网络的中子多重性测量方法可行性研究

Feasibility study on neutron multiplicity counting method based on neural network

  • 摘要: 中子多重性测量技术作为无损检测领域的核心手段,在裂变材料(235U)质量测定中发挥关键作用,但其存在测量周期冗长、非理想条件下存在测量偏差等技术瓶颈。借助Geant4与MATLAB软件构建主动井型符合计数器(AWCC)仿真模型实现主动中子多重性测量全流程的高精度模拟。在此基础上,基于PyTorch框架构建反向传播神经网络(BPNN)、卷积神经网络(CNN)、长短期记忆网络(LSTM)三种神经网络对中子多重性分布数据进行分析研究。结果表明,相较于传统主动中子多重性测量方法,三种神经网络模型在测量精度与效率方面均展现出显著优势,能够有效降低测量误差、缩短测量时间。研究结果不仅证实了基于神经网络的中子多重性测量方法的可行性,为中子多重性探测向高效化、智能化方向发展提供了新的解决方案。

     

    Abstract:
    Background Neutron multiplicity measurement technology, as a core method in the field of non-destructive testing, plays a critical role in determining the mass of fissionable material (235U). However, it faces technical bottlenecks such as prolonged measurement cycles and measurement deviations under non-ideal conditions.
    Purpose This paper aims to explore feasible pathways for integrating neutron multiplicity measurement methods with neural network technology. The goal is to provide new research perspectives for advancing neutron multiplicity measurement technology toward greater efficiency and intelligence.
    Methods Leveraging Geant4 and MATLAB software, an Active Well Coincidence Counter (AWCC) simulation model was constructed to achieve high-precision simulation of the entire active neutron multiplicity measurement process. Building upon this, three neural networks—Backpropagation Neural Network (BPNN), Convolutional Neural Network (CNN), and Long Short-Term Memory network (LSTM)—were developed using the PyTorch framework to analyze and investigate neutron multiplicity distribution data.
    Results Compared with traditional calculation methods based on the active neutron multiplicity equation, neural network models represented by CNN and LSTM demonstrate significant advantages in measurement accuracy and efficiency. Specifically, in terms of relative error metrics, neural network models can reduce errors to lower levels; in the time dimension of measurement, they substantially shorten data processing cycles, effectively overcoming the timeliness constraints inherent to traditional approaches.
    Conclusions This achievement fully validates the theoretical feasibility and technical superiority of the neural network-based neutron multiplicity measurement approach, providing a novel solution for advancing neutron multiplicity detection toward greater efficiency and intelligence. Subsequent work will enhance the adaptability and noise resistance of neural network models for complex data by increasing simulation scenario complexity and introducing diversified factors such as noise interference and geometric variations. Meanwhile, building upon simulation studies, physical experimental validation will be conducted using AWCC instrumentation to drive the transition of neural network-based neutron multiplicity measurement technology from simulation to engineering application.

     

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