Connor O’Brien, Brian M. Walsh, Ying Zou, Samira Tasnim, Huaming Zhang, David Gary Sibeck
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Methods: PRIME is based on a novel probabilistic recurrent neural network architecture, and is capable of incorporating solar wind time history from L1 monitors to generate predictions of near-Earth solar wind as well as estimate uncertainties for those predictions. Results: A statistical validation shows PRIME’s predictions better match MMS magnetic field and plasma measurements just upstream of the bow shock than measurements from Wind propagated to MMS with a minimum variance analysis-based planar propagation technique. PRIME’s continuous rank probability score (CRPS) is 0.214 σ on average across all parameters, compared to the minimum variance algorithm’s CRPS of 0.350 σ . PRIME’s performance improvement over minimum variance is dramatic in plasma parameters, with an improvement in CRPS from 2.155 cm −3 to 0.850 cm −3 in number density and 16.15 km/s to 9.226 km/s in flow velocity V X GSE. Discussion: Case studies of particularly difficult to predict or extreme conditions are presented to illustrate the benefits and limitations of PRIME. PRIME’s uncertainties are shown to provide reasonably reliable predictions of the probability of particular solar wind conditions occurring. Conclusion: PRIME offers a simple solution to common limitations of solar wind propagation algorithms by generating accurate predictions of the solar wind at Earth with physically meaningful uncertainties attached.","PeriodicalId":46793,"journal":{"name":"Frontiers in Astronomy and Space Sciences","volume":"80 1","pages":"0"},"PeriodicalIF":2.6000,"publicationDate":"2023-09-19","publicationTypes":"Journal Article","fieldsOfStudy":null,"isOpenAccess":false,"openAccessPdf":"","citationCount":"0","resultStr":"{\"title\":\"PRIME: a probabilistic neural network approach to solar wind propagation from L1\",\"authors\":\"Connor O’Brien, Brian M. 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引用次数: 0
摘要
导语:在过去的几十年里,航天器在第一个地球-太阳拉格朗日点(L1)对太阳风进行了连续监测。由于计算费用或模型的限制,这些数据通常必须传播到离地球更近的某个点,以便研究地球磁层和太阳风之间的相互作用。目前最广泛使用的将测量数据从L1(大约235 RE上游)传播到地球的工具是平面传播方法,该方法有许多已知的局限性。基于这些局限性,本研究引入了一种新的算法,称为输入磁层估计的概率回归(Probabilistic Regressor for Input to Magnetosphere Estimation)。方法:PRIME基于一种新颖的概率递归神经网络架构,能够结合L1监测仪的太阳风时程来生成近地太阳风预测并估计这些预测的不确定性。结果:统计验证表明,与基于最小方差分析的平面传播技术的风传播到MMS的测量结果相比,PRIME的预测结果更符合弓形激波上游的MMS磁场和等离子体测量结果。与最小方差算法的连续秩概率分数(CRPS) 0.350 σ相比,PRIME算法的连续秩概率分数(CRPS)在所有参数上的平均值为0.214 σ。在最小方差条件下,PRIME在等离子体参数上的性能提升是显著的,CRPS在数密度上从2.155 cm−3提高到0.850 cm−3,在流速V X GSE上从16.15 km/s提高到9.226 km/s。讨论:提出了特别难以预测或极端条件的案例研究,以说明PRIME的优点和局限性。对于特定太阳风条件发生的概率,PRIME的不确定性提供了相当可靠的预测。结论:PRIME通过对地球上的太阳风进行准确的预测,并附带物理上有意义的不确定性,为解决太阳风传播算法的常见局限性提供了一个简单的解决方案。
PRIME: a probabilistic neural network approach to solar wind propagation from L1
Introduction: For the last several decades, continuous monitoring of the solar wind has been carried out by spacecraft at the first Earth-Sun Lagrange point (L1). Due to computational expense or model limitations, those data often must be propagated to some point closer to the Earth in order to be usable by those studying the interaction between Earth’s magnetosphere and the solar wind. The current most widely used tool to propagate measurements from L1 (roughly 235 RE upstream) to Earth is the planar propagation method, which includes a number of known limitations. Motivated by these limitations, this study introduces a new algorithm called the Probabilistic Regressor for Input to the Magnetosphere Estimation (PRIME). Methods: PRIME is based on a novel probabilistic recurrent neural network architecture, and is capable of incorporating solar wind time history from L1 monitors to generate predictions of near-Earth solar wind as well as estimate uncertainties for those predictions. Results: A statistical validation shows PRIME’s predictions better match MMS magnetic field and plasma measurements just upstream of the bow shock than measurements from Wind propagated to MMS with a minimum variance analysis-based planar propagation technique. PRIME’s continuous rank probability score (CRPS) is 0.214 σ on average across all parameters, compared to the minimum variance algorithm’s CRPS of 0.350 σ . PRIME’s performance improvement over minimum variance is dramatic in plasma parameters, with an improvement in CRPS from 2.155 cm −3 to 0.850 cm −3 in number density and 16.15 km/s to 9.226 km/s in flow velocity V X GSE. Discussion: Case studies of particularly difficult to predict or extreme conditions are presented to illustrate the benefits and limitations of PRIME. PRIME’s uncertainties are shown to provide reasonably reliable predictions of the probability of particular solar wind conditions occurring. Conclusion: PRIME offers a simple solution to common limitations of solar wind propagation algorithms by generating accurate predictions of the solar wind at Earth with physically meaningful uncertainties attached.