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Sequential Methods for Coupled Geomechanics and Multiphase Flow

Sequential Methods for Coupled Geomechanics and Multiphase Flow

Sequential Methods for Coupled Geomechanics and Multiphase Flow

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4 CHAPTER 1. INTRODUCTION<br />

problem (Settari <strong>and</strong> Walters, 2001; Thomas et al., 2003). Normally, the domain of<br />

the mechanical problem is larger than that <strong>for</strong> reservoir simulation.<br />

3. Staggered (Single-Pass <strong>Sequential</strong>). This is a special case of the iteratively coupled<br />

method, where only one iteration is taken (Park, 1983; Zienkiewicz et al., 1988; Armero<br />

<strong>and</strong> Simo, 1992; Armero, 1999).<br />

4. Loosely <strong>Coupled</strong>. The coupling between the two problems is resolved only after a<br />

certain number of flow time steps (Bevillon <strong>and</strong> Masson, 2000; Dean et al., 2006;<br />

Samier <strong>and</strong> Gennaro, 2007). This method can save computational cost compared<br />

with the other strategies, but it is less accurate <strong>and</strong> requires reliable estimates of<br />

when to update the mechanical response.<br />

Figure 1.1: Schematics of the fully coupled (top) <strong>and</strong> the iteratively coupled (bottom)<br />

methods.<br />

The staggered <strong>and</strong> loosely coupled methods are designed to save computational cost<br />

(Thomas et al., 2003; Dean et al., 2006). This is because fully coupled flow-mechanics<br />

simulation can be much more costly than conventional reservoir flow simulation. Given<br />

the enormous investment in software development <strong>and</strong> the high computational cost of fully

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