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Air pressure and Baltic Sea loading corrections to gravity data at Metsahovi.

机译:在Metsahovi的气压和波罗的海加载重力数据的校正。

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Variation in atmospheric mass changes surface gravity through two effects: through the direct Newtonian attraction and through deformation of the solid Earth due to surface pressure. Since air columns are approximately in hydrostatic equilibrium, both effects can be modelled using surface pressure. The range of air pressure at Metsahovi (100 hPa) corresponds to about 300 nms~(-2) in gravity. Variation in the level of the Baltic Sea changes gravity at Metsahovi mainly through the induced deformation. A uniform 1 m layer of water corresponds to 31 nms~(-2) in gravity. We investigate corrections to the record of the superconducting gravimeter T020 at Metsahovi for the years 1994-2002. A standard method for air pressure is to use a single admittance, obtained by regressing gravity on the local barometer record. We show that an analogous correction for Baltic loading using a local tide gauge is feasible and further reduces gravity residuals by 10...20%. The local barometer does not adequately describe the air pressure distribution. We test an alternative approach and calculate the correction by integrating atmospheric loading gravity Green's functions over a detailed regional surface pressure field from HIRLAM (HIgh Resolution Limited Area Model). Although the integration only extends to 5°...10° in angular distances from Metsahovi, in terms of rms gravity residuals the method performs nearly as well as the single-admittance even when Baltic loading is not modelled. Then the combination of HIRLAM and local tide gauge brings a remarkable decrease in gravity residual. The admittance obtained by regressing gravity on the local barometer partly includes Baltic loading, and thus the independent atmospheric corrections using the HIRLAM bring better out the contribution of the Baltic.
机译:大气质量的变化通过两种效果改变表面重力:通过直接牛顿吸引力和由于表面压力而通过固体地球的变形。由于空气柱大致静水平衡,因此可以使用表面压力建模两种效果。 Metsahovi(100HPa)的气压范围对应于重力的约300nms〜(-2)。波罗的海水平的变异主要通过诱导变形来改变Metsahovi的重力。均匀的1M水层对应于重力的31 nms〜(-2)。我们调查了1994 - 2002年在Metsahovi的超导重量计T020记录的矫正。气压的标准方法是使用单一导纳,通过在局部气压计记录上回归重力而获得。我们表明,使用局部潮汐量表对波罗的载荷的类似校正是可行的,并且进一步减少了10 ... 20%的重力残留物。局部气压计不充分描述气压分布。我们通过将大气加载重力绿色的功能集成在Hirlam(高分辨率有限区域模型)上的详细区域表面压力场​​上来测试替代方法并计算校正。尽管在Metsahovi的角度距离仅延伸到5°...... 10°,但在RMS重力残留方面,即使没有建模波儿地装载,该方法也几乎表现几乎以及单导纳。然后林兰和局部潮汐量的组合带来了重力残余的显着降低。通过在本地晴雨表回归重力获得准入部分包括波罗的海装载,因而使用HIRLAM带来更好了波罗的海的贡献独立的大气校正。

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