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reservoir geomecanics

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344 Reservoir geomechanics<br />

40<br />

35<br />

30<br />

m = 1.0<br />

m = 0.6<br />

Shear stress (MPa)<br />

25<br />

20<br />

15<br />

10<br />

5<br />

0<br />

0 10 20 30 40 50 60 70 80<br />

Effective normal stress (MPa)<br />

Figure 11.3. Shear and normal stresses on fractures identified with borehole imaging in Cajon Pass<br />

(triangles), Long Valley (circles), and Nevada Test Site (squares) boreholes. Filled symbols<br />

represent hydraulically conductive fractures and faults, and open symbols represent non-conductive<br />

fractures. From Townend and Zoback (2000) based on original data in Barton, Zoback et al.(1995).<br />

The stereonets shown in the right column of Figure 11.2 introduce several basic<br />

principles that will be illustrated further in the examples considered below:<br />

Faults and fractures are often observed at many orientations, implying that they<br />

formed at various times during the geologic history of the formation.<br />

Simple conjugate sets of faults are not usually identifiable.<br />

The subsets of permeable faults have orientations controlled by the current stress state<br />

(blue dots). This is normal/strike-slip for Cajon Pass and normal for Long Valley and<br />

the Nevada Test Site. The subset of permeable faults in any given well is not the same<br />

as the most significant concentrations. The last point is seen most dramatically in the<br />

Cajon Pass data set.<br />

Figure 11.3 presents the data shown in the normalized Mohr diagrams in Figure 11.2<br />

in a single Mohr diagram that is not normalized by the vertical stress (after Townend<br />

and Zoback 2000). Each data point indicates the shear and effective normal stress acting<br />

on a given fault. Colors and symbol shape distinguish the data from the three wells.<br />

Filled symbols indicate hydraulically conductive faults and open symbols indicate<br />

hydraulically dead faults. Note that independent of the effective normal stress acting on<br />

agiven fault, the tendency for a fault to be hydraulically conductive depends on the ratio<br />

of shear to effective normal stress, with the majority of conductive faults having a ratio<br />

of shear to effective normal stress consistent with coefficients of friction between ∼0.6<br />

and ∼0.9. The reason for this, we believe, is that in fractured and faulted siliciclastic<br />

rocks, most geologic processes, such as precipitation, cementation and alteration of

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