1978
DOI: 10.1007/bf00879978
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Two examples of spectral approach to source depth estimation in gravity and magnetics

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Cited by 29 publications
(13 citation statements)
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“…The spectral analysis method has been widely used to determine the depth to the top of magnetic source bodies without any prior knowledge of the geometry from the wavelengths of potential fields (Bhattacharyya 1966;Bhattacharyya andLeu 1975, 1977;Bansal and Dimri 2001;Bansal et al 2006;Chavez et al 1999;Curtis and Jain 1975;Gomez-Ortiz et al 2005;Hofstetter et al 2000;Lefort and Agarwal 2002;Nnange et al 2000;Pal et al 1979;Pamukcu et al 2007;Poudjom Djomani et al 1992;Rivero et al 2002;Spector and Grant 1970). This method for estimating the mean depth to ensembles of magnetic sources has been generalized to gravity data (Dimitriadis et al 1987) and can be used to map geologic structures from gravity and/or magnetic data observed at the earth's surface (Treitel et al 1971).…”
Section: Spectral Analysis Methods and Crustal Structurementioning
confidence: 98%
See 1 more Smart Citation
“…The spectral analysis method has been widely used to determine the depth to the top of magnetic source bodies without any prior knowledge of the geometry from the wavelengths of potential fields (Bhattacharyya 1966;Bhattacharyya andLeu 1975, 1977;Bansal and Dimri 2001;Bansal et al 2006;Chavez et al 1999;Curtis and Jain 1975;Gomez-Ortiz et al 2005;Hofstetter et al 2000;Lefort and Agarwal 2002;Nnange et al 2000;Pal et al 1979;Pamukcu et al 2007;Poudjom Djomani et al 1992;Rivero et al 2002;Spector and Grant 1970). This method for estimating the mean depth to ensembles of magnetic sources has been generalized to gravity data (Dimitriadis et al 1987) and can be used to map geologic structures from gravity and/or magnetic data observed at the earth's surface (Treitel et al 1971).…”
Section: Spectral Analysis Methods and Crustal Structurementioning
confidence: 98%
“…The high frequency domain is associated with shallow sources, and the low frequency domain is related to deeper sources; these are called residual and regional anomalies, respectively (Spector and Grant 1970). Following Pal et al (1979), the depth to a given ensemble of prismatic bodies, d, can be estimated from the power spectrum of the associated anomaly, by applying:…”
Section: Spectral Analysis Methods and Crustal Structurementioning
confidence: 99%
“…The high and low wavenumber domains are associated with shallow and deep structures, called residual and regional anomalies, respectively. Following PAL et al (1979), the depth to a given ensemble of prismatic bodies d, can be estimated from the power spectrum of the associated anomaly, by applying: Figure 2 Low-pass filtered map of magnetic anomaly data of the study region for computing Curie-point depths. The contour interval is 50 nT Figure 3 Power spectrum of the Bouguer gravity data of the study region (GELIS¸LI and MADEN 2006).…”
Section: Methodsmentioning
confidence: 99%
“…The application of spectral analysis (SA) acknowledged many significant advances since its introduction in geophysics, as interpretation tool quantitative for potential field data by several authors [3] [46] [47] [53]- [60].…”
Section: Spectral Analysis (Sa)mentioning
confidence: 99%