arXiv:2412.04568astro-ph.EPastro-ph.IM2024-12中稿 · publication in Ast…被引 4

用机器学习快速预测行星周围稳定轨道,效率比传统方法快十万倍

Machine learning approach for mapping the stable orbits around planets

  • 基于十万个数值模拟数据,用XGBoost模型学习轨道稳定性规律
  • 模型准确率达98.48%,识别稳定/不稳定轨道的召回率与精确率超94%
  • 生成完整稳定性地图仅需不足1秒,适合快速筛选潜在卫星或环系统

数值三体模拟常用于探索系外行星周围的稳定区域,以推测卫星和环系统的可能性。本研究利用机器学习技术,构建预测模型以生成假想行星周围稳定区域的地图,该方法亦可扩展至行星-卫星系统、行星环系统等类似结构。通过10⁵次数值模拟生成数据集,每组模拟包含行星与测试粒子的九个轨道特征。根据稳定性标准——粒子在相当于行星轨道周期10,000倍的时间内保持稳定——将模拟结果标记为稳定或不稳定。测试了多种机器学习算法并经超参数优化,发现树基算法表现相当。其中,极端梯度提升(XGBoost)模型表现最佳,整体准确率达98.48%,对稳定粒子的召回率与精确率均为94%,对不稳定粒子则达99%。相比传统数值方法,机器学习模型计算速度提升约10⁵倍,可在不到1秒内完成整张稳定性地图的生成,而传统方法需数日。训练好的模型将通过公开网络界面提供,支持更广泛的科学应用。

原文摘要 · Abstract (English)

Numerical N-body simulations are commonly used to explore stability regions around exoplanets, offering insights into the possible existence of satellites and ring systems. This study aims to utilize Machine Learning (ML) techniques to generate predictive maps of stable regions surrounding a hypothetical planet. The approach can also be extended to planet-satellite systems, planetary ring systems, and other similar configurations. A dataset was generated using 10^5 numerical simulations, each incorporating nine orbital features for the planet and a test particle in a star-planet-test particle system. The simulations were classified as stable or unstable based on stability criteria, requiring particles to remain stable over a timespan equivalent to 10,000 orbital periods of the planet. Various ML algorithms were tested and fine-tuned through hyperparameter optimization to determine the most effective predictive model. Tree-based algorithms showed comparable accuracy in performance. The best-performing model, using the Extreme Gradient Boosting (XGBoost) algorithm, achieved an accuracy of 98.48%, with 94% recall and precision for stable particles and 99% for unstable particles. ML algorithms significantly reduce the computational time required for three-body simulations, operating approximately 100,000 times faster than traditional numerical methods. Predictive models can generate entire stability maps in less than a second, compared to the days required by numerical simulations. The results from the trained ML models will be made accessible through a public web interface, enabling broader scientific applications.

机器学习轨道预测天体动力学高效计算

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