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- W4288461311 abstract "Gravitational anomalies play a significant role in qualitative and quantitative interpretations of structural settings. Vertical derivative, horizontal derivative and their combinations of gravity anomaly are popularly utilized for edge detection and depth estimations. However, the results are usually deviated from the actual location even for vertical-sided geological sources, especially in the case of deeper ones. The tilt angle (TA) and normalized tilt angle (TDX) as well as their Euler deconvolution have been proved to be more effective than the traditional methods to calculate the horizontal position and depth of sources, yet there are unstable results from the Tilt_Euler and TDX_Euler techniques. This is mainly because the derivatives of the TA and TDX are not calculable while the horizontal derivatives of gravitational anomalies approach to zero. This paper propose an extended tilt angle (ETA) and its Euler deconvolution (ETA_Euler) that guarantees the stability of the results. Results from theoretical models with noise-free and noise-corrupted gravity anomalies indicate that the solutions obtained from the proposed methods approximate to the actual parameters. We compare our proposed method to traditional methods, and the results demonstrate that solutions from ETA_Euler deconvolution are more accurate and concentrated when delineating gravity–anomalous locations and depth. However, the results of the ETA_Euler are sensitive to noise due to the calculation of second-order derivative. Our methods employ upward continuation to an appropriate height to reduce the influence of noise. This paper utilized the above methods to gravity data from the Longmenshan thrust belt (province of Sichuan, China) and adjacent areas. The results indicate that faults within the Longmenshan thrust belt and adjacent areas mainly extend northeast and northwest, correlating well those inferred from other geological and geophysical methods." @default.
- W4288461311 created "2022-07-29" @default.
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- W4288461311 date "2022-11-01" @default.
- W4288461311 modified "2023-10-04" @default.
- W4288461311 title "Application of extended tilt angle and its 3D Euler deconvolution to gravity data from the Longmenshan thrust belt and adjacent areas" @default.
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- W4288461311 doi "https://doi.org/10.1016/j.jappgeo.2022.104769" @default.
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