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检索条件"主题词=Gravity field model"
6 条 记 录,以下是1-10 订阅
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A High-Resolution Earth’s gravity field model SGG-UGM-2 from GOCE,GRACE,Satellite Altimetry,and EGM2008
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Engineering 2020年 第8期6卷 860-878页
作者: Wei Liang Jiancheng Li Xinyu Xu Shengjun Zhang Yongqi Zhao School of Geodesy and Geomatics Wuhan UniversityWuhan 430079China Key Laboratory of Geospace Environment and Geodesy Ministry of EducationWuhan UniversityWuhan 430079China School of Resources and Civil Engineering Northeastern UniversityShenyang 110004China
This paper focuses on estimating a new high-resolution Earth’s gravity field model named SGG-UGM-2 from satellite gravimetry,satellite altimetry,and Earth Gravitational model 2008(EGM2008)-derived gravity data based ... 详细信息
来源: 维普期刊数据库 维普期刊数据库 同方期刊数据库 同方期刊数据库 评论
The construction of high precision geostrophic currents based on new gravity models of GOCE and satellite altimetry data
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Acta Oceanologica Sinica 2021年 第3期40卷 142-152页
作者: Wenyan Sui Junru Guo Jun Song Zhiliang Liu Meng Wang Xibin Li Yanzhao Fu Yongquan Li Yu Cai Linhui Wang Lingli Li Xiaofang Guo Wenting Zuo School of Marine Science and Environment Engineering Dalian Ocean UniversityDalian 116023China Operational Oceanographic Institution Dalian Ocean UniversityDalian 116023China Southern Marine Science and Engineering Guangdong Laboratory(Guangzhou) Guangzhou 511458China Institute of Marine Science Hebei Normal University of Science and TechnologyQinhuangdao 066600China Tianjin Marine Environmental Monitoring Central Station Ministry of Natural ResourcesTianjin 300457China
The new gravity field models of gravity field and steady-state ocean circulation explorer(GOCE),TIM_R6 and DIR_R6,were released by the European Space Agency(ESA)in June *** sixth generation of gravity models have the ... 详细信息
来源: 维普期刊数据库 维普期刊数据库 同方期刊数据库 同方期刊数据库 评论
GRACE-based estimates of water discharge over the Yellow River basin
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Geodesy and Geodynamics 2016年 第3期7卷 187-193页
作者: Qiong Li Bo Zhong Zhicai Luo Chaolong Yao MOE Key Laboratory of Fundamental Physical Quantities Measurement School of Physics Huazhong University of Science and Technology School of Geodesy and Geomatics Wuhan University Key Laboratory of Geospace Environment and Geodesy Ministry of Education Wuhan University
As critical component of hydrologic cycle, basin discharge is a key issue for understanding the hydrological and climatologic related to water and energy cycles. Combining GRACE gravity field models with ET from GLDAS... 详细信息
来源: 维普期刊数据库 维普期刊数据库 同方期刊数据库 同方期刊数据库 评论
Recovery of the gravity field from GOCE data by using the invariants of gradient tensor
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Science China Earth Sciences 2013年 第9期56卷 1193-1199页
作者: YU JinHai WAN XiaoYun Key Laboratory of Computational Geodynamics Chinese Academy of Sciences College of Earth Science Graduate University of Chinese Academy of Sciences
The gravity field models GUCAS_EGM and GUCAS_EGM_DL are established from GOCE data (GOCE Level 2 Products from Nov. 1 to Dec. 31, 2009) based on the method of the invariants of the gravity gradient tensor, where GUCAS... 详细信息
来源: 维普期刊数据库 维普期刊数据库 维普期刊数据库 维普期刊数据库 同方期刊数据库 同方期刊数据库 同方期刊数据库 同方期刊数据库 评论
gravity field recovery from GOCE orbits using the energy conservation approach
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Geodesy and Geodynamics 2013年 第2期4卷 40-46页
作者: Su Yong Fan Dongming School of Geoscience and Environment Engineering Southwest Jiaotong University
The sum of the dissipative energy and energy constant of the GOCE satellite is found by a priori gravity field model at first, and the GOCE dissipative energy is obtained by computing the adjacent epoch difference via... 详细信息
来源: 维普期刊数据库 维普期刊数据库 同方期刊数据库 同方期刊数据库 评论
Construction of nonsingular formulae of variance and covariance function of disturbing gravity gradient tensors
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Geodesy and Geodynamics 2013年 第4期4卷 1-8页
作者: Liu Xiaogang Zhang Yaofeng Li Yan Xu Kang Xi'an Research Institute of Surveying and Mapping State Key Laboratory of Geo-information Engineering Key Laboratory of Geo-space Environment and Geodesy of Ministry of Education Wuhan University School of Information Science and Engineering Lanzhou University The 61206 Troops of PLA The Fourth Surveying and Mapping and Navigation Base
When the computational point is approaching the poles, the variance and covariance formulae of the disturbing gravity gradient tensors tend to be infinite, and this is a singular problem. In order to solve the problem... 详细信息
来源: 维普期刊数据库 维普期刊数据库 同方期刊数据库 同方期刊数据库 评论