钱妮佳Nijia Qian

硕士生导师

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所在单位:环境与测绘学院

学历:博士研究生毕业

办公地点:中国矿业大学南湖校区环境与测绘学院

在职信息:在岗

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对高校创业教育的本质特征与运行模式的思考

发布时间:2026-05-23 点击次数:

发表刊物:Acta Geodynamica et Geomaterialia
关键字:GRACE; Slepian; Fast; Tikhonov regularization; Power law model; GCV
摘要:The GRACE (Gravity Recovery and Climate Experiment) mission provides critical data for understanding Earth's mass transport, yet its Level 2 products are affected by high-frequency and north-south stripe errors. Traditional Slepian methods, while valuable for regional analysis, face significant computational and storage limitations for high band-limits due to their L2×L2 matrix operations. This study introduces a Fast Statistically Optimal Slepian (FSO-Slepian) method to address these challenges. FSO-Slepian integrates an efficient Slepian function computation (Fast-Slepian), which extends polar cap Slepian techniques to arbitrary regions, with a robust regularization scheme. This regularization employs a generalized Kaula criterion-based prior covariance matrix, Tikhonov regularization, and Generalized Cross-Validation (GCV) for optimal parameter determination, effectively suppressing errors. Experimental results demonstrate that Fast-Slepian significantly accelerates computation (e.g., 3-4 times faster for L=60) while maintaining numerical accuracy comparable to traditional Slepian methods. After regularization, FSO-Slepian effectively removes stripe errors and high-frequency noise, achieving filtering performance comparable to or superior to existing Statistically Optimal Slepian (SO-Slepian) and DDK (Decorrelation and Denoising Kernel) methods in terms of RMSE and uncertainty (e.g., lowest uncertainty of 10.85 cm in the Amazon basin). Time series analysis further confirms its stability and reliability for long-term monitoring, which also highlights the rationality of the application of regularization in the Slepian modeling stage. In conclusion, FSO-Slepian offers an efficient, accurate, and robust solution for GRACE Level 2 data processing, enhancing the practical application of Slepian functions in regional mass change studies and contributing to a more precise understanding of Earth system dynamics.
论文类型:期刊论文
学科门类:工学
一级学科:测绘科学与技术
文献类型:J
是否译文:否
收录刊物:SCI