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Model Test Using the Frequency-domain Dipole Layer Method for the Processing and Transformation of Potential Field on Curved Surface

机译:模型试验使用频域偶极层方法进行曲面上潜在场的处理和转换

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Through the aspects of fluctuation of the observed surface,distribution of the real field source,location of the dipole layer and the number of the data,we studied the suitability,calculated accuracy and the calculated amount of the frequency-domain dipole layer method for the processing and transformation of the potential field on curved surface by using theoretical model.The theoretical model test results show that this method can be used for any distribution points observed surface.The accuracy of the processing and transformation results decrease while the slope of the observation surface and the distance on the discontinuous observation surface and the blank area on the blank observation surface and the altitude difference between measuring lines increase,abide by rules as linearly or quadratic plot.Therefor the depth and horizontal size of the field source have little effect oft the accuracy of the processing and transformation results.The more data amount and the more complex the observed surface,the more computation amount is required,but the single-point computation declines.By the model test,we considered the method cannot resolve the processing and transformation of the overlapping observation surface at present,and when the original data amount is huge,the computation is huge as well.
机译:通过观察到的表面波动的方面,实场源的分布,偶极层的位置和数据的数量,我们研究了适用性,计算的精度和计算量的频域偶极层方法用理论模型处理和转换曲面上的弧形表面。理论模型试验结果表明,该方法可用于观察到表面的任何分布点。观察面的斜率时加工和转化的准确性降低并且在空白观察表面上的不连续观察表面和空白区域的距离和测量线之间的高度差异,通过线性或二次绘制的规则遵守规则。场源的深度和水平尺寸几乎没有效果加工和转化结果的准确性。更多的数据量和更复杂ë观察表面,则需要更多的计算量,但是单点计算declines.By的模型试验,我们认为该方法不能在本解决重叠观察面的处理和变换,并且当原始数据量是巨大的,计算也很大。

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