2007
DOI: 10.1190/1.2431831
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Over/under towed-streamer acquisition: A method to extend seismic bandwidth to both higher and lower frequencies

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Cited by 60 publications
(17 citation statements)
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“…Ghost reflections can strongly modulate the spectrum and reduce the energy at notch frequencies. New streamer technology has been developed for deploying multi-depth streamers in a vertical plane with a sufficient accuracy and the data acquired by over/under streamers could be used to eliminate the ghost reflections, thus extended the seismic bandwidth (Monk 1990;Moldoveanu et al 2007;Ferber 2008;Özdemir et al 2008). Furthermore, reverberations can be rejected using a mode forming technique with a vertical line array (Arvelo and Zabal 1997).…”
Section: Introductionmentioning
confidence: 99%
“…Ghost reflections can strongly modulate the spectrum and reduce the energy at notch frequencies. New streamer technology has been developed for deploying multi-depth streamers in a vertical plane with a sufficient accuracy and the data acquired by over/under streamers could be used to eliminate the ghost reflections, thus extended the seismic bandwidth (Monk 1990;Moldoveanu et al 2007;Ferber 2008;Özdemir et al 2008). Furthermore, reverberations can be rejected using a mode forming technique with a vertical line array (Arvelo and Zabal 1997).…”
Section: Introductionmentioning
confidence: 99%
“…In practice, not all of these field quantities might be available, or they might be obscured by different sensor characteristics (Schalkwijk et al, 2003). In the MDL decomposition scheme, the decomposition problem is treated slightly different (Moldoveanu et al (2007), Grobbe et al (2013)). We write the decomposed downgoing and upgoing flux-normalized wavefields at one depth level in terms of the other, respectively:…”
Section: Theorymentioning
confidence: 99%
“…The approximation sign is applied because this equation is not valid for the evanescent wavefield. Using these wavefield extrapolation operators, we can express the one-way wavefields at one level in terms of the observed fields at multiple levels, which forms the basis of the MDL decomposition scheme (Moldoveanu et al (2007), Grobbe et al (2013)). Let us now look at the decomposition problem as an inverse problem.…”
Section: Theorymentioning
confidence: 99%
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“…However, the complexity of structure necessitates higher technology in the data acquisition and processing. Singh, et al, 1996al., 1996al Moldoveanu, et al, 2007 Maas, et al, 2004Hornby, et al, 2004Hornby, et al et al, 2005Thompson, et al, 2005Thompson, et al et al, 2006et al Keul, et al, 2005 et al Shindo, et al, 2001Shindo, et al, . et al, 2001 .…”
mentioning
confidence: 99%