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Distant Relief Effect and Its Possible Impact on Large-Scale Gravity Interpretations

机译:远距离救济效应及其对大重力解释的影响

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In gravimetry, the topography and bathymetry beyond the angular distance of approximately 1.5 degree from the point of calculation (we call it distant relief) is conventionally not accounted for. However, the availability of powerful personal computers as well as satellite digital elevation models, allows us to estimate the effects of those features on the measured gravity and thus also on the values of Bouguer anomalies. Using an approximate spherical Earth model, we have calculated distant relief effect as well as its vertical gradient within the territory of Central Europe. We show that although distant relief effect varies relatively slowly in the study area, it can occasionally be considered in the framework of large-scale gravity studies. On the other hand, vertical gradient of the distant relief effect is practically negligible.
机译:在重力测量中,通常不考虑距计算点约1.5度的角距离(我们称其为远距离浮雕)的地形和测深法。但是,功能强大的个人计算机以及卫星数字高程模型的可用性,使我们能够估计这些特征对测得的重力的影响,从而也对布格异常值的影响。使用近似球形地球模型,我们计算了中欧领土内的远距离浮雕效应及其垂直梯度。我们表明,尽管遥远的浮雕效果在研究区域中变化相对较慢,但有时可以在大规模重力研究的框架中加以考虑。另一方面,遥远的浮雕效果的垂直梯度实际上可以忽略不计。

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