基于Mi-Gold算法的γ能谱重构分析

Research on γ Spectrum Reconstruction Based on Mi-Gold Algorithm

  • 摘要: 针对Gold算法在重构低能量分辨率γ能谱时面临的迭代次数多、弱峰计数率低等挑战,本文提出了一种基于Gold重构算法的迭代算法框架,并扩展出3种新型迭代算法。通过实验对新型迭代算法在γ能谱上的重构能力进行了分析研究。本文基于自研NaI(Tl)探测器通过蒙特卡罗仿真和实际测量,获得了低能量分辨率γ能谱。采用提出的3种新型算法,结合非负响应矩阵对γ能谱进行重构分析,并将结果与传统Gold算法进行对比。实验结果表明,Mi-Gold(比例因子m=1.9)算法在收敛速率和重构精度上均显著优于Gold算法,重构后的能谱特征峰更尖锐明确,峰位相对误差小于1%,有效提升了低能量段特征峰的重构效果。

     

    Abstract: To address the challenges faced by the Gold algorithm in reconstructing the low-energy resolution γ spectrum, such as the high number of iterations and the low counting rate for weak peaks, an iterative algorithm framework based on the Gold reconstruction algorithm was presented and it was extended to three novel iterative algorithms. The self-developed NaI(Tl) detector was selected as the experimental object. Firstly, the data required for the calculation of the detector’s non-negative response matrix were measured, and the corresponding non-negative response matrix was obtained. Secondly, the γ spectra of different radioactive sources were measured, and the convergence rate and recognition ability of the γ spectra were tested by using the detected γ spectra and the calculated non-negative response matrix, respectively. Three new iterative algorithms and Gold algorithm were compared and observed in the experiment of convergence rate. The convergence rate of each algorithm changes with the increase of the number of reconstruction iterations in the process of γ spectrum reconstruction. The reconstruction capabilities of these new iterative algorithms for the γ spectrum were analyzed and investigated through experiments. Based on a self-developed NaI(Tl) detector, low-energy resolution γ spectra were obtained through Monte Carlo simulations and actual measurements. The three proposed novel algorithms, in combination with a non-negative response matrix, were used to perform reconstruction analysis on the γ spectrum, and the results were compared with those obtained using the traditional Gold algorithm. The experimental show that the Mi-Gold (ratio factor m=1.9) algorithm significantly outperforms the Gold algorithm in terms of both convergence rate and reconstruction accuracy. The reconstructed spectral characteristic peaks are sharper and more distinct, with a relative peak position error of less than 1%, effectively enhancing the reconstruction effect of characteristic peaks in the low-energy region.

     

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