Disruption prediction has made rapid progress in recent years, especially in machine learning (ML)-based methods. Understanding why a predictor makes a certain prediction can be as crucial as the prediction's accuracy for future tokamak disruption predictors. The purpose of most disruption predictors is accuracy or cross-machine capability. However, if a disruption prediction model can be interpreted, it can tell why certain samples are classified as disruption precursors. This allows us to tell the types of incoming disruption and gives us insight into the mechanism of disruption. This paper designs a disruption predictor called Interpretable Disruption Predictor based On Physics-guided feature extraction (IDP-PGFE) on J-TEXT. The prediction performance of the model is effectively improved by extracting physics-guided features. A high-performance model is required to ensure the validity of the interpretation results. The interpretability study of IDP-PGFE provides an understanding of J-TEXT disruption and is generally consistent with existing comprehension of disruption. IDP-PGFE has been applied to the disruption due to continuously increasing density towards density limit experiments on J-TEXT. The time evolution of the PGFE features contribution demonstrates that the application of ECRH triggers radiation-caused disruption, which lowers the density at disruption. While the application of RMP indeed raises the density limit in J-TEXT. The interpretability study guides intuition on the physical mechanisms of density limit disruption that RMPs affect not only the MHD instabilities but also the radiation profile, which delays density limit disruption.
翻译:近年来,干扰预测取得了迅速的进展,特别是在机器学习(ML)方法方面。理解预测者为何作出某种预测,与预测对未来托卡马克破坏预测的准确性一样重要。大多数破坏预测者的目的是准确性或跨机械能力。但是,如果能够解释干扰预测模型,它可以说明某些样品为何被归类为干扰前体。这使我们能够分辨干扰的种类,并使我们深入了解破坏机制。本文设计了一个干扰预测者,称为基于物理引导特性提取(IDP-PGFE)的干扰预测者。模型的预测性能通过提取物理引导特性而得到有效改进。需要高性能模型来确保解释结果的有效性。对国内流离失所者-PGFPFE的可解释性研究有助于理解J-T的干扰类型,这使我们了解干扰的种类,并使我们深入了解干扰机制。内地-PGFFFFE的干扰预测性能预测力预测力预测力在J-TREX的精确性限值(IDP-PGFE-PGFE)中不断增加的密度,而JGFI的稳定性的稳定性的稳定性的变异常性也表明,而其稳定性的稳定性的稳定性的稳定性的稳定性的稳定性的变变变异性也提高了的精确性。