Microseismic Monitoring and Geomechanical Modelling of CO2 - bris
Microseismic Monitoring and Geomechanical Modelling of CO2 - bris
Microseismic Monitoring and Geomechanical Modelling of CO2 - bris
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8.2. MODEL DESCRIPTION<br />
Layer Thickness Φ κ x κ z<br />
Marly 13m 0.25 5mD 4mD<br />
Vuggy 27m 0.15 10mD 7mD<br />
Table 8.1: Flow properties used to simulate the Weyburn reservoir.<br />
the reservoir are bounded by impermeable <strong>and</strong> stiff evaporites (the Midale <strong>and</strong> Frobisher evaporites,<br />
respectively), <strong>and</strong> overlying the Midale evaporite is a secondary seal <strong>of</strong> Mesozoic shale (the Watrous).<br />
Above these layers are further overburden rocks that will not be modelled directly in this work.<br />
8.2.1 Fluid flow simulation<br />
The fluid flow simulation only has to simulate the reservoir. Because the reservoir is laterally extensive<br />
with little topography, it is appropriate to model it as a flat layer with a structured mesh. I set<br />
up the injection <strong>and</strong> production wells to approximate the pattern at Weyburn where microseismic<br />
monitoring has been deployed. 4 horizontal wells are modelled, trending parallel to the y axis. In<br />
between the production wells are 3 vertical injection wells with a spacing in the y direction <strong>of</strong> 500m.<br />
The horizontal wells are completed over a length <strong>of</strong> 1400m in the reservoir. To reduce computational<br />
requirements I model only half <strong>of</strong> the reservoir, <strong>and</strong> complete the simulation by assuming that the<br />
model is symmetrical about the x axis. Therefore the figures in this chapter show only the half <strong>of</strong> the<br />
model that has been simulated.<br />
The region enclosed by the wells is approximately 1.5×1.5km. However, I extend the model to<br />
4.4km in the x direction <strong>and</strong> 4km in the y direction in order to reduce the influence <strong>of</strong> edge effects. The<br />
reservoir is 40m thick, <strong>and</strong> for the purpose <strong>of</strong> fluid flow simulation is split into upper Marly <strong>and</strong> lower<br />
Vuggy layers, whose flow properties are given in Table 8.1. Although these properties differ slightly<br />
from the values given in Chapter 2, discussion with the field operators (D. Cooper, pers. comm.,<br />
2009 ) suggests that these values provide the best match with observed pressures <strong>and</strong> gas saturation.<br />
The mesh through the well region has a minimum spacing <strong>of</strong> 60×50×4m (x × y × z), with an<br />
increasingly coarse mesh used laterally away from the wells (up to 240×275m). The flow simulation<br />
mesh is depicted in Figure 8.2. The flow regime is as follows: For one year there is no injection in<br />
order to ensure that the model has stabilised; after this the field is produced for two years through all<br />
the wells, drawing the pressure down from 15 to 10MPa; then the three vertical wells are switched to<br />
inject CO 2 for 1 year, increasing the pressure to ∼18MPa, while the pressure is still below 15MPa at<br />
the producers. This provides an approximation <strong>of</strong> the state <strong>of</strong> the field after 1 year <strong>of</strong> injection (i.e.,<br />
by the end <strong>of</strong> 2004, the end <strong>of</strong> Phase IB). The gas injection rate at each well is 100MSCM/day. The<br />
pore pressures <strong>and</strong> gas saturations at the end <strong>of</strong> the simulation are plotted in Figure 8.2.<br />
8.2.2 <strong>Geomechanical</strong> model<br />
The geometry <strong>of</strong> the reservoir in the geomechanical model must be the same as for the fluid flow<br />
modelling. For the geomechanics I use a mesh spacing <strong>of</strong> 60×50×20m (x × y × z) in the reservoir,<br />
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