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Crisman Annual Report 2009 - Harold Vance Department of ...

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Propagation <strong>of</strong> Induced Hydraulic Fractures near Pre-Existing Fractures<br />

Objectives<br />

Hydraulic fracturing is a widely used technology<br />

for stimulating oil and gas wells. The intersection<br />

<strong>of</strong> hydraulic fractures with natural fractures or<br />

other discontinuities in a rock mass can give rise to<br />

significant changes to fracture growth. The objective<br />

<strong>of</strong> this project is to study the potential propagation<br />

behaviors <strong>of</strong> hydraulic fractures near pre-existing<br />

fractures considering linear and non-linear fault<br />

behavior and poroelastic effects.<br />

Approach<br />

We use 2D boundary element method to model<br />

the stress field ahead <strong>of</strong> a hydraulic fracture in the<br />

vicinity <strong>of</strong> a pre-existing fracture. A unified structural<br />

criterion is used to predict the crack propagation<br />

behavior. The work initially considers fractures in an<br />

elastic media. Poroelastic effects, which arise from<br />

coupling <strong>of</strong> rock deformation and fluid flow inside the<br />

fracture, are considered next. Propagation behaviors<br />

<strong>of</strong> single pressurized crack and interaction between<br />

multiple cracks are studied. And finally, interaction<br />

between hydraulic fractures and natural fractures in a<br />

homogeneous poroelastic media will be investigated.<br />

Accomplishments<br />

A 2D real DD boundary element method has been<br />

developed and used to simulate fracture propagation<br />

trajectories for single and multiple cracks. Parametric<br />

studies are carried out for different crack propagation<br />

Y, m<br />

0.3<br />

0.2<br />

0.1<br />

0<br />

-0.2<br />

-0.1<br />

0<br />

X, m<br />

Crack A<br />

Crack B<br />

v = 1.e-1m/s, c/ t<br />

= 1.1<br />

v = 1.e-3m/s, c/ t<br />

= 1.1<br />

v = 1.e-1m/s, c/ t<br />

= 1.5<br />

v = 1.e-3m/s, c/ t<br />

= 1.5<br />

Crack propagation path near an inclined crack at different crack propagation<br />

speeds (S H<br />

= 1 MPa, S h<br />

= 0.5 MPa, p = 3.5 MPa, c/σ t<br />

= 1.1).<br />

0.1<br />

0.2<br />

speeds, far field stresses, rock cohesion and internal<br />

fluid pressures to investigate the influential factors<br />

on fracture propagation in a poroelastic rock and the<br />

results are compared with those given by an elastic<br />

model. We find that matrix pore-pressure increase<br />

could change crack propagation mode and direction.<br />

Significance<br />

This study will enable us to predict the potential<br />

fracture patterns that can arise from the intersection<br />

<strong>of</strong> a fluid-driven hydraulic crack with a pre-existing<br />

fracture. The results will assist us in design <strong>of</strong><br />

fracture treatments in complex geo-mechanical<br />

environment. Future work will consider various joint<br />

properties, fluid injection rates as well as the impact<br />

<strong>of</strong> reservoir depletion.<br />

Project Information<br />

2.4.2 Studies <strong>of</strong> Propagation <strong>of</strong> Induced Hydraulic Fractures<br />

through Pre-Existing Fractures<br />

Related Publications<br />

Ghassemi, A., Zhang, Q. 2006. Poro-thermoelastic<br />

Response <strong>of</strong> a Stationary Crack using the Displacement<br />

Discontinuity Method. ASCE J. Engineering Mechanics 132<br />

(1): 26-33.<br />

Koshelev, V., Ghassemi, A. Complex Variable BEM for<br />

Stationary Thermoelasticity and Poroelasticity. J. Eng.<br />

Anal. with Boundary Elements 28 (2004) 825-832.<br />

Xue, W., Ghassemi, A. Poroelastic Analysis <strong>of</strong> Hydraulic<br />

Fracture Propagation. Paper 129, presented at the Asheville<br />

Rocks <strong>2009</strong>, 43rd US Rock Mechanics Symposium, Asheville,<br />

North Carolina, 28 June–1 July.<br />

Contacts<br />

Ahmad Ghassemi<br />

979.845.2206<br />

ahmad.ghassemi@pe.tamu.edu<br />

Wenxu Xue<br />

CRISMAN INSTITUTE<br />

50<br />

<strong>Crisman</strong> <strong>Annual</strong> <strong>Report</strong> <strong>2009</strong>

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