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A study on correction equations for the effect of seafloor topography on ocean bottom magnetotelluric data

机译:海底地形对海底大地电磁数据影响的校正方程研究

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Consideration of the effect of seafloor topography on ocean bottom magnetotelluric data is needed to estimate a reliable resistivity structure. Selection of the correction equation which precisely takes account of distortions is important when we correct the effect of seafloor topography with forward modeling. Corrections of synthetic data based on three different correction equations are carried out, and the corrected responses and the true response are compared to investigate which correction equation is the best in application to distorted magnetotelluric data on the seafloor. Differences in the corrected responses are remarkable at periods shorter than several thousands seconds. These differences are caused by differences in treatment of the distortions of magnetic field and in robustness of the correction equation to a resistivity structure assumed for the topographic correction. The results suggest that the correction equation of Nolasco et al. (1998) should be used because it better accommodates the estimation of unknown resistivity structures. We apply the correction equation of Nolasco et al. (1998) to a response observed in the Mariana area. The one-dimensional resistivity structure estimated from the corrected response explains almost all the components of the observed response.
机译:需要考虑海底地形对海底大地电磁数据的影响,以估算可靠的电阻率结构。当我们使用正向模型校正海底地形的影响时,选择精确考虑变形的校正方程非常重要。基于三个不同的校正方程对合成数据进行校正,并将校正后的响应与真实响应进行比较,以研究哪种校正方程最适用于海底变形的大地电磁数据。在短于几千秒的时间段内,校正后的响应差异显着。这些差异是由磁场畸变的处理差异和校正方程对地形校正所假定的电阻率结构的鲁棒性引起的。结果表明,Nolasco等人的校正方程式。 (1998)应该使用,因为它可以更好地适应未知电阻率结构的估计。我们应用Nolasco等人的校正方程。 (1998年)对在马里亚纳地区观察到的反应。根据校正后的响应估算出的一维电阻率结构几乎可以解释所观察到的响应的所有成分。

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