Application Of Parallel Computing To Gravity Field Recovery FromSatellite Gravity Gradiometric Data
Application Of Parallel Computing To Gravity Field Recovery FromSatellite Gravity Gradiometric Data
复制标题
并行计算在卫星重力梯度数据重力场恢复中的应用
DOI:
10.2495/hpc000101
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发表时间:
2000
期刊:
影响因子:
--
通讯作者:
and P.N.A.M. Visser
中科院分区:
文献类型:
--
作者:
R. V. Geemert;R. Koop;R. Klees;and P.N.A.M. Visser
The Gravity field and steady-state Ocean Circulation Explorer (GOCE) is a ded-icated gravity field mission currently under assessment by ESA (European Space Agency) for implementation in the 'Earth Explorer' Programme. The objective of the mission is to provide a unique global model of the Earth's gravity field with un-precedented accuracy and spatial resolution. This will provide new and fundamen-tal insight into a wide range of disciplines such as Solid Earth Physics, Oceanog-raphy and Geodesy. The mission goals will be achieved from a combination of gravity gradient measurements by a spaceborne gradiometer (SGG) and satellite-to-satellite (SST) measurements by a GPS/GLONASS receiver. The estimation of the gravity field parameters from these observations is a real challenge from a numerical point of view. About 62500 gravity field parameters have to be estimated in a least-squares approach from more than 100 million observations collected during the mission lifetime of 12 months. The linear model relating the observations to the gravity field parameters does not allow calculating and storing the normal equations explicitly. Therefore, the available linear algebra software packages for MIMD machines are of little use and special algorithms for MIMD machines have to be designed. We will discuss the development of a parallelized data processing facility for SGG and SST data from GOCE on the CRAY-T3E supercomputer at Delft University of Technology. First results indicate that a problem-specific de-sign of the algorithms allows estimating the gravity field parameters from GOCE SGG/SST data. We discuss the performance of our algorithm in terms of degree of parallelism, scalability properties and required waiting times.