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首页> 外文期刊>Journal of Applied Geophysics >Investigating the effect of data quality on time domain electromagnetic discrimination
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Investigating the effect of data quality on time domain electromagnetic discrimination

机译:调查数据质量对时域电磁识别的影响

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摘要

Using field data and numerical simulations we investigate the effect of data quality on time domain electromagnetic discrimination. Data quality decreases when measurements contain responses not accounted for by our mathematical modelling. This can include instrument noise, inaccurately reported position and orientation information, geologic contributions to the signal, and loss of validity of the forward modelling. Survey design is critical to data quality in order to have sufficient sampling of data anomalies, and also to ensure that each target is illuminated such that both the axial and transverse components of the polarization can be excited and measured. For dipole model based discrimination algorithms, success is contingent upon the accuracy with which the components of the polarization tensor can be estimated. Field data from different survey modes are analysed to identify noise sources and provide quantitative estimates of the noise in each survey. Inversion results show that increased noise levels lead to greater spread in recovered parameters. Monte Carlo simulations are performed in order to investigate the importance of other data quality factors. Analysis of inversion results from the simulations show that anomaly size, signal to noise ratio, positioning error, line spacing and station spacing all play a role in the spread of recovered parameters. Through the analysis of our simulation results we propose a figure of merit as a means of quantifying different data quality factors with a single number and relate this number to the accuracy with which parameters can be estimated. (c) 2006 Elsevier B.V. All rights reserved.
机译:使用现场数据和数值模拟,我们研究了数据质量对时域电磁识别的影响。当测量包含我们的数学建模未考虑的响应时,数据质量会下降。这可能包括仪器噪声,不正确报告的位置和方向信息,对信号的地质影响以及前向建模有效性的丧失。调查设计对于数据质量至关重要,以便对数据异常进行足够的采样,并确保照亮每个目标,从而可以激发和测量偏振的轴向和横向分量。对于基于偶极子模型的判别算法,成功取决于偏振张量分量的估计精度。分析来自不同调查模式的现场数据,以识别噪声源并在每次调查中提供噪声的定量估计。反演结果表明,噪声水平的提高导致恢复参数的扩展更大。为了研究其他数据质量因素的重要性,执行了蒙特卡洛模拟。对模拟反演结果的分析表明,异常大小,信噪比,定位误差,行距和站距都在恢复参数的分布中起作用。通过对仿真结果的分析,我们提出了品质因数,作为量化具有单个数字的不同数据质量因子的一种手段,并将该数字与可以估计参数的准确性相关联。 (c)2006 Elsevier B.V.保留所有权利。

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