The (γ, n) cross-section is important in nuclear engineering transport calculations. The measurements of the (γ, n) reaction for some isotopes show significant discrepancies among different laboratories. Since the analysis of experimental data is the primary task in the evaluation of nuclear data, identifying the measured outlier data is crucial for improving the quality of nuclear data. Therefore, a variational autoencoder (VAE) method is used in this work to analyze experimental measurements of (γ, n) cross sections for nuclear mass ranging from 29 to 207, in order to provide more reliable experimental information for evaluating nuclear data.
According to the proton number Z and nuclear mass A, we design a variational autoencoder network for outlier identification in the measurement of (γ, n). The silhouette coefficient method and K-means algorithm are used to cluster the latent variables of VAE. Subsequently, the experimental data with and without the outliers are compared with those from the IAEA-2019-PD to assess the VAE in its application to the evaluation of photoneutron measurements.
The results demonstrate that the VAE can effectively identify outliers in the measurements of (γ, n). After excluding outliers, the (γ, n) cross-section for ^54\textFe, ^63\textCu, ^181\textTa, ^206\textPb, and ^207\textPb showed higher consistency with the IAEA-2019-PD evaluation results. However, ^29\textSi and ^141\textPr still deviate from the IAEA-2019-PD evaluation results, therefore requiring more analyses of the measurements themselves in future.
The VAE method can effectively identify outliers and extract the latent structures in experimental data of (γ, n) reaction. It provides more reliable experimental information for evaluating nuclear data and validating the potential application of this method in nuclear data research. However, the generalizability of VAE method still needs further developing, especially in addressing the issues of uneven energy distribution for various measurements.