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引用次数: 0
摘要
本文采用主成分分析(PCA)对KASCADE实验记录的实验数据进行分析,重建了宇宙射线在膝关节附近的质量组成。考虑了对主粒子质量(LCm、Nμ、Ne和侧向阵雨年龄)敏感的4个广泛的风淋参数,并将其坐标转换为一个新的正交基,以最大限度地捕获数据方差。基于前两个主成分(PCA0 vs . PCA1)的实验分布,以及考虑5种主要粒子(p、He、C、Si和Fe)和3种强子相互作用模型(EPOS-LHC、QGSjet-II-04和SIBYLL 2.3d)的KASCADE阵列的全Monte Carlo模拟,我们得到了各主要物质丰度随能量的演化,以及平均对数质量随能量的演化。我们发现,由这种综合分析得出的质量组成重建显著降低了对模拟过程中使用的强子相互作用模型的依赖,尽管初始输入参数依赖于模型。此外,研究结果支持这样的观点,即在膝盖附近,轻成分(质子)的丰度减少,而重成分的丰度略有增加。从这一分析中得出的能量函数的演化与LHAASO-KM2A实验的最新结果非常吻合,并且与数据驱动的Global Spline Fit模型的预测非常吻合。
Cosmic-Ray Mass Composition around the Knee via Principal Component Analysis
In this paper, we apply principal component analysis (PCA) to experimental data recorded by the KASCADE experiment to reconstruct the mass composition of cosmic rays around the knee region. A set of four extensive air shower parameters sensitive to the primary particle mass (LCm, Nμ, Ne, and lateral shower age) was considered, whose coordinates were transformed into a new orthogonal basis that maximally captures the data variance. Based on the experimental distributions of the first two principal components (PCA0 versus PCA1) and full Monte Carlo simulations of the KASCADE array considering five types of primary particles (p, He, C, Si, and Fe) and three hadronic interaction models (EPOS-LHC, QGSjet-II-04, and SIBYLL 2.3d), we obtained the evolution of the abundance of each primary species as a function of energy, as well as the evolution of the mean logarithmic mass with energy. We found that the reconstruction of the mass composition resulting from this comprehensive analysis significantly reduces dependence on the hadronic interaction model used in the simulation process, even though the initial input parameters are model dependent. Moreover, the results support the idea that around the knee region, the abundance of the light component (protons) decreases, while the heavy component shows a slight increase. The evolution of as a function of energy derived from this analysis shows excellent agreement with recent results from the LHAASO–KM2A experiment and aligns very well with the predictions of the data-driven Global Spline Fit model.