SEG Technical Program Expanded Abstracts 2003 2003
DOI: 10.1190/1.1817923
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Assessing the effectiveness of hydraulic fractures with microseismicity

Abstract: Passive seismic imaging is used to map the development of hydraulic fractures in relatively non-fractured and naturally fractured reservoirs. The images obtained for multiple stimulations throughout the U.S. identified non-complex preferential fracture growth patterns with constrained permeability enhanced pathways, lithologically controlled symmetric and asymmetric hydraulic fractures, and complex fracture patterns associated with fluid-flow along pre-existing fault networks. In this paper, we examine these o… Show more

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Cited by 3 publications
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“…We assume that both the lateral (i.e., along well) and vertical locations of the fractures are normally distributed around the sleeve location, producing an ellipsoid which extends to match the observed microseismic clouds, as well as those observed from other hydraulic fracturing sites (Urbancic et al, 2003;Chorney et al, 2016;Kettlety et al, 2019). This truncated normal distribution has a mean of 0 m, a standard deviation of 25 m, and a limit of ±100 m. For the stages with an obvious gap in microseismicity between the well and the cluster (e.g., Stage 38 and onwards), this assumes that the initial propagation and opening of fractures is mostly aseismic, and then the seismicity observed is the result of changes in stress that occur during injection, promoting slip in a more seismogenic area.…”
Section: Stochastic Hydraulic Fracture Modelmentioning
confidence: 99%
“…We assume that both the lateral (i.e., along well) and vertical locations of the fractures are normally distributed around the sleeve location, producing an ellipsoid which extends to match the observed microseismic clouds, as well as those observed from other hydraulic fracturing sites (Urbancic et al, 2003;Chorney et al, 2016;Kettlety et al, 2019). This truncated normal distribution has a mean of 0 m, a standard deviation of 25 m, and a limit of ±100 m. For the stages with an obvious gap in microseismicity between the well and the cluster (e.g., Stage 38 and onwards), this assumes that the initial propagation and opening of fractures is mostly aseismic, and then the seismicity observed is the result of changes in stress that occur during injection, promoting slip in a more seismogenic area.…”
Section: Stochastic Hydraulic Fracture Modelmentioning
confidence: 99%
“…In many cases, such deployment is not experimentally feasible. Further, special software and processing are necessary; see, for example, Zoback and Harjes [1997] for the KTB experiment and Philips et al [2002] and Urbancic et al [2003] for hydrocarbon and geothermal reservoir cases. This process is time-consuming and the corresponding investment is often not justifiable.…”
Section: Introductionmentioning
confidence: 99%