SEG Technical Program Expanded Abstracts 2010 2010
DOI: 10.1190/1.3513097
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Seismic attribute illumination of Woodford Shale faults and fractures, Arkoma Basin, OK

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Cited by 18 publications
(16 citation statements)
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References 7 publications
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“…Unlike the previous studies (Mai et al, 2009;Guo et al, 2010;Thompson et al, 2010), there is no distinct clustering of microseismic events in ridges/domes or bowls/valleys. This lack of strong correlation may still reflect microseismic event location uncertainty as compared to the cells within which k 1 and k 2 were calculated, although we attempted to restrict distance to minimize the effect of location uncertainty.…”
Section: Microseismic Events and Volumetric Curvaturecontrasting
confidence: 77%
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“…Unlike the previous studies (Mai et al, 2009;Guo et al, 2010;Thompson et al, 2010), there is no distinct clustering of microseismic events in ridges/domes or bowls/valleys. This lack of strong correlation may still reflect microseismic event location uncertainty as compared to the cells within which k 1 and k 2 were calculated, although we attempted to restrict distance to minimize the effect of location uncertainty.…”
Section: Microseismic Events and Volumetric Curvaturecontrasting
confidence: 77%
“…Past studies have found a correlation between microseismic event locations and volumetric curvature attributes, suggesting a tie between subsurface structures and preferred fracture paths (e.g., Mai et al, 2009;Guo et al, 2010;Thompson et al, 2010). In these studies, microseismic events dominantly cluster either within ridges/domes (Mai et al, 2009;Guo et al, 2010) or valleys/bowls (Thompson et al, 2010), but show a distinct preference in either case.…”
Section: Microseismic Events and Volumetric Curvaturementioning
confidence: 94%
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“…Each volume is then correlated to production to validate or reject the hypothesis. Daber and Boe (2010) describe the use of what they refer to as azimuthal curvature (described here as Euler curvature following Roberts' definition) for reducing noise in a poststack curvature volume. Daber and Boe (2010) show that if the azimuthal direction is parallel to the inline direction, then the curvature computation is relatively insensitive to the crossline acquisition noise.…”
Section: Applicationsmentioning
confidence: 99%
“…They then compute rms maps of each azimuthally limited volume that can be correlated to production. Guo et al (2010) hypothesize that each azimuthally limited attribute volume computed from k 1 and 1 corresponds to open fractures. Each volume is then correlated to production to validate or reject the hypothesis.…”
Section: Applicationsmentioning
confidence: 99%