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title of the thesis - Department of Geology - Queen's University

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Fault Family<br />

Table 4.3: Strength parameters assigned to shear families for Case 2.<br />

Cohesion<br />

(MPa)<br />

Friction<br />

Angle (º)<br />

Geological Description<br />

E–W-striking shears 5 35 No seismicity or damage<br />

and splays<br />

Footwall Shear 0 35 No Seismicity but visible<br />

damage<br />

SW-striking shears 0 20 Associated seismicity,<br />

damage and/or reinforcement<br />

necessary<br />

The southwest-striking fault system is interpreted to be <strong>the</strong> weakest (Table 4.3). As found in Case<br />

1, this fault system has <strong>the</strong> most influence on <strong>the</strong> stress field; <strong>the</strong> east-west striking shear zones<br />

and <strong>the</strong> Footwall Shear Zone show little influence.<br />

There is little difference between <strong>the</strong> modelled results for Case 2 and Case 1. Model results can<br />

be found in Appendix D. The moderately strong fault condition produces a realistic stress<br />

distribution. In both plastic and elastic models, low stresses occur adjacent to <strong>the</strong> excavation and<br />

high stresses (Fig. 4.10) and high differential stresses (Fig. 4.11) align with SW-striking shear<br />

zones to <strong>the</strong> south <strong>of</strong> <strong>the</strong> excavation. Right-lateral displacement is induced along <strong>the</strong> Plum and<br />

<strong>the</strong> Return Air Raise Shear Zones in this area (Fig. 4.12). In <strong>the</strong> plastic model, damage shows<br />

some alignment with <strong>the</strong> SW-striking shear zones to <strong>the</strong> south <strong>of</strong> <strong>the</strong> excavation (Fig. 4.13).<br />

Figure 4.10: Model <strong>of</strong> maximum stress for Case 2 for (A) elastic model and (B) plastic model. Faults are<br />

assigned a cohesion <strong>of</strong> 0 MPa and a friction angle <strong>of</strong> 35 degrees. Scale is in MPa.<br />

90

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