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CHAMP gravity field recovery using the energy balance approach

机译:使用能量平衡方法恢复CHAMP重力场

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摘要

Since the early days of satellite geodesy energybalance based methods for gravity field determination havebeen considered. If non-conservative forces are known theHamiltonian along the orbit is a constant of the motion. Thusthe gravity field can be determined if position and velocityof the satellite are known and accelerometer measurementsare available to model the non-conservative part. CHAMPis the first satellite that provides the user with those threekinds of data nearly continuously. Numerical investigationsusing real CHAMP data are presented to show the feasibilityof the method. Using a semi-analytical approach the gravityfield can be determined efficiently by a 2D-Fourier method.Those fast computations also give way to application of themethod not only to a full gravity field recovery but also, e.g.for quick-look and validation of SST observations for satellitemissions like CHAMP, GRACE or GOCE. The methodcan also be used for estimation of accelerometer calibrationparameters. gravity field, energy balance, Jacobi-integral,non-conservative forces, accelerometer calibration, CHAMP
机译:自从卫星大地测量能量平衡的早期以来,就已经考虑了基于重力场确定方法。如果已知非保守力,则沿轨道的哈密顿量就是运动的常数。因此,如果卫星的位置和速度已知并且加速度计测量值可用于对非保守部分进行建模,则可以确定重力场。 CHAMP是第一颗几乎连续为用户提供这三种数据的卫星。利用实际的CHAMP数据进行了数值研究,以证明该方法的可行性。使用半解析方法可以通过2D-Fourier方法有效地确定重力场。这些快速计算也让该方法不仅适用于整个重力场恢复,而且还可以用于快速查看和验证SST观测值适用于CHAMP,GRACE或GOCE等卫星任务。该方法还可以用于加速度计校准参数的估计。重力场,能量平衡,雅可比积分,非保守力,加速度计校准,CHAMP

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