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Inclusion of tidal parameters in satellite altimetry adjustment model

机译:将潮汐参数纳入卫星测高调整模型

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In the short‐arc algorithm used at AFGL, the data consist of altimeter observations. The smoothed surface approximating the geoid is described by a truncated set of spherical‐harmonic potential coefficients, and each satellite arc is described by six state vector components. Certain tidal effects are also included in the adjustment model. However, each tidal constituent considered is attributed to only two adjustable parameters: a global amplitude factor and a global phase angle correction. These parameters, representing very special linear combinations of spherical‐harmonic tidal coefficients, are essentially uncontaminated by geoidal errors or systematic orbital errors. Such an advantage would not exist if the adjustment were made in terms of the tidal coefficients themselves. Satellite altimetry adjustment with tidal parameters yields the geoidal residuals which can serve in a variety of tasks, such as studying ocean‐bottom phenomena, refining the geoidal resolution on a regional scale (which may include a more detailed description of tidal characteristics), or refining the global oceanic geoid.
机译:在AFGL使用的短弧算法中,数据由高度计观测值组成。近似大地水准面的平滑表面由一组截断的球谐波势系数描述,每个卫星弧由六个状态矢量分量描述。调整模型中还包括某些潮汐效应。然而,所考虑的每个潮汐成分仅归因于两个可调参数:全局振幅因子和全局相位角校正。这些参数代表了球谐波潮汐系数的非常特殊的线性组合,基本上不受大地水准面误差或系统轨道误差的影响。如果根据潮汐系数本身进行调整,这种优势将不复存在。使用潮汐参数进行卫星测高调整可产生大地水准面残差,这些残差可用于各种任务,例如研究海底现象、在区域尺度上改进大地水准面分辨率(其中可能包括对潮汐特征的更详细描述)或完善全球大地水准面。

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