湖北重力网基准点选取最优策略分析OA
Optimal Strategy for Datum Points Selection of Hubei Gravity Network
基于湖北省重力网2019年重力观测数据,运用经典平差方法,从基准点的空间分布、选取数量、所选取基准点的最大重力段差3个方面研究基准点选取对重力网平差精度的影响,获得湖北重力网基准点选取的最优方案,并利用先验中误差对不同基准点控制的平差效果进行正演模拟,探讨单基准、双基准、三基准和四基准的最优选取方案.结果表明:1)基准点选取应优先考虑基准点空间分布,充分发挥每个基准点的控制作用.其次考虑基准点数量,达到一定数量之后,重力网平差精度趋于饱和.最后考虑选取的基准点的最大重力段差,尽可能选取段差较大的基准点.2)对于已经固定重力基准的湖北重力网,最优单基准到最优五基准平差的平均点值精度提升率分别为16.81%、8.31%、4.84%、2.98%.经过统计和模拟分析,建议湖北重力网使用万州、秭归、襄阳、武汉4个基准点.3)利用先验中误差模拟最优基准的选取,单基准宜选取荆门,双基准宜选取奉节和武汉,三基准宜选取万州、卜庄河、武汉,四基准宜选取万州、十堰、卜庄河、武汉.相较于实测数据分析的最优基准,模拟的最优基准在空间分布上更合理,且平差精度略有提升.对于已经建成的全国网、区域网或新建网的基准优化以及重力测量规划均可采用本文使用的先验中误差方法.
Based on the gravity observation data from the Hubei gravity network in 2019,we study the impact of datum points selection on the adjustment accuracy of gravity network from three aspects:the spatial distribution of datum points,the number of datum points,and the maximum gravity seg-ment difference of selected datum points using the classical adjustment method,and obtain the opti-mal scheme for datum points selection in Hubei gravity network.Additionally,we conduct a forward simulation using priori mean error to evaluate the adjustment effects controlled by different datum points,and explore the optimal selection schemes for single-datum,dual-datum,triple-datum,and quadruple-datum configurations.The results show that:1)The selection of datum points should pri-oritize their spatial distribution to maximize the control effect of each datum point.The number of da-tum points should be considered next,after a certain number is reached,the adjustment accuracy of gravity network will tend to saturate.Finally,the maximum gravity segment difference of selected da-tum points should be considered,with preference given to datum points with larger segment differ-ence.2)For the Hubei gravity network with fixed gravity datums,the average adjustment accuracy improvement rates from optimal single-datum point to optimal quintuple-datum points are 16.81%,8.31%,4.84%,and 2.98%,respectively.After statistical and simulation analysis,it is suggested that Hubei gravity network use four datum points of Wanzhou,Zigui,Xiangyang,and Wuhan.3)Using priori mean error to simulate the selection of optimal datum points,the optimal single-datum point is Jingmen,the optimal dual-datum points are Fengjie and Wuhan,the optimal triple-datum points are Wanzhou,Buzhuanghe,and Wuhan,and the optimal quadruple-datum points are Wanzhou,Shiyan,Buzhuanghe,and Wuhan.Compared with the optimal datum points obtained from the actual data analysis,the simulated optimal datum points have a more rational spatial distribution and a slight im-provement in adjustment accuracy.The priori mean error method used in this article to simulate the optimal datum points of gravity network has certain reference value for datum points optimization of the existing national network,regional network,or the planning gravity measurements.
王云锋;张新林;胡敏章;郝洪涛
中国地震局地震大地测量重点实验室,武汉,430071||武汉引力与固体潮国家野外科学观测研究站,武汉,430071中国地震局地震大地测量重点实验室,武汉,430071||武汉引力与固体潮国家野外科学观测研究站,武汉,430071中国地震局地震大地测量重点实验室,武汉,430071||武汉引力与固体潮国家野外科学观测研究站,武汉,430071中国地震局地震大地测量重点实验室,武汉,430071||武汉引力与固体潮国家野外科学观测研究站,武汉,430071
天文与地球科学
湖北重力网混合重力测量基准点平差精度先验中误差方法
Hubei gravity networkhybrid gravity measurementdatum pointsadjustment accuracypriori mean error method
《大地测量与地球动力学》 2026 (5)
551-560,10
中国地震局地震研究所所长基金(202326342)国家精密重力测量科学中心开放课题(PGMF-2024-Z001).
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