All Days 2007
DOI: 10.2118/106289-ms
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Shear Dilation Diagnostics: A New Approach for Evaluating Tight Gas Stimulation Treatments

Abstract: Many tight gas reservoirs require fracture stimulation to achieve commercial outcomes. These reservoirs can often be characterized geologically and geomechanically by high deviatoric stresses and hard, naturally fractured rock. Stimulation treatments in such reservoirs may create complex fracture networks from a combination of shear and tensile failures. Water fracs can be used in environments where shear failure is anticipated to dominate. However, few practical modeling tools exist [1] to identify the domina… Show more

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Cited by 24 publications
(7 citation statements)
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“…Thus, in order to properly select locations for hydraulic fractures, factors such as near wellbore stress condition, wellbore direction, direction of principal stress etc. should be considered with cautious [21]. Horizontal well is popular in unconventional gas stimulation because it can greatly increase the contact area between fracture and reservoir.…”
Section: Influences Of In-situ Stresses On Hydraulic Fracturingmentioning
confidence: 99%
“…Thus, in order to properly select locations for hydraulic fractures, factors such as near wellbore stress condition, wellbore direction, direction of principal stress etc. should be considered with cautious [21]. Horizontal well is popular in unconventional gas stimulation because it can greatly increase the contact area between fracture and reservoir.…”
Section: Influences Of In-situ Stresses On Hydraulic Fracturingmentioning
confidence: 99%
“…Proppant is either placed in theopened fractures or a self propping effect known as "shear dilation" can occur. Shear dilation is caused by the irregularities and asperities on the rock surface that prevent the fracture from completely closing (Chipperfield et al 2007).…”
Section: Modeling Fractured Mediamentioning
confidence: 99%
“…To account for such stress-dependent permeability upon depressurizing the reservoir, Raghavan and Chin [88] proposed a formula that considers permeability as a function of the pressure. Other researchers such as Raghavan and Chin [88] and Chipperfield et al [89] proposed other relationships defining how permeability is related to the stress state. Other modeling approaches including fractional derivative formulation have also been implemented (e.g., [90]).…”
Section: Macroscopic Governing Equationsmentioning
confidence: 99%