SEG Technical Program Expanded Abstracts 1982 1982
DOI: 10.1190/1.1826974
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Reduction‐to‐the‐pole of low latitude magnetic anomalies

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Cited by 16 publications
(6 citation statements)
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“…The total magnetic data were reduced to equator to reduce the magnetic anomalies to the magnetic equator with 0° inclination; as such, re-computes the TMI anomalies as if the causative bodies were magnetized in a horizontal direction. For the convenience of interpretation, a 180° phase reversal was introduced so that troughs become peaks, still positioned over the centers of the bodies (Leu 1981;Pearson and Skinner 1982), hence, the need for reduced to equator inverse (RTE_INV). Not only that RTE-inverse corrects the effects of low latitude on the magnetic anomaly (Kinnaird et al 1981;Ngama and Akanbi 2017), but eliminates distortions that would have been introduced in high amplitude anomaly correction if a reduction to pole (RTP) were to be applied.…”
Section: Theory and Methodologymentioning
confidence: 99%
“…The total magnetic data were reduced to equator to reduce the magnetic anomalies to the magnetic equator with 0° inclination; as such, re-computes the TMI anomalies as if the causative bodies were magnetized in a horizontal direction. For the convenience of interpretation, a 180° phase reversal was introduced so that troughs become peaks, still positioned over the centers of the bodies (Leu 1981;Pearson and Skinner 1982), hence, the need for reduced to equator inverse (RTE_INV). Not only that RTE-inverse corrects the effects of low latitude on the magnetic anomaly (Kinnaird et al 1981;Ngama and Akanbi 2017), but eliminates distortions that would have been introduced in high amplitude anomaly correction if a reduction to pole (RTP) were to be applied.…”
Section: Theory and Methodologymentioning
confidence: 99%
“…These include Wiener filtering (Hansen and Pawlowski, 1989;Pearson and Skinner, 1982;and Keating and Zerbo, 1996); modification of the RTP FFT algorithm (Grant and Dodds (1972);and MacLeod et al, 1993); and the Equivalent Source method (Roy, 1962;Silva, 1986;Xia et al, 1993). The modified RTP FFT algorithm (Grant and …”
Section: Computationmentioning
confidence: 99%
“…It can relocate the anomaly maximum directly over the subsurface source to yield an intuitive view of the data. The RTP method has also been applied in numerous large-scale magnetic data-interpretation applications (Pearson & Skinner 1982;Nabighian et al 2005;Fedi et al 2012;Foks & Li 2016;Li & Pilkington 2016). Moreover, it can be utilized as an efficient tool to identify the direction of total magnetization in rocks (Phillips 2005;Dannemiller & Li 2006;Reis et al 2016;Liu et al 2018).…”
Section: Introductionmentioning
confidence: 99%