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Dames & Moore, 1999 - USDA Forest Service

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The groundwater levels used for the stability analyses were conservatively chosen as 20 feet above the<br />

highest values measured by <strong>Dames</strong> & <strong>Moore</strong> during the spring and summer of 1997 at groundwater<br />

monitoring wells located closest to the slopes. This increase in water level over measured values was<br />

adopted to account for possible highly unfavorable rainfall and snowrnelt conditions that might cause<br />

future water levels to exceed those observed. The water was assumed to emerge at the toe of the slope,<br />

since no reports of water emerging higher on the slope could be found. The water surface was depicted as<br />

a straight line between the nearest piezometer and the toe of the slope. Since the closest piezometers were<br />

approximately 300 feet from the slope face, the 20-foot "highly unfavorable" increase for purposes of<br />

analysis resulted in less than a 5-foot increase in water levels below the slope itself.<br />

Slope stability analyses for static conditions (i.e., not under seismic conditions) were performed on cross-<br />

sections developed through tailings piles 2 and 3. For the assumed cross-section of tailings pile 2, the<br />

minimum static factor of safety for sliding was found to be 1.034. For the assumed cross-section of tailings<br />

pile 3, the minimum static factor of safety was found to be 1.10. The lowest factors of dety are for<br />

relatively shallow failures extending 10 to 15 feet below the face of the slope at the deepest point. Deeper<br />

failures were found to have higher factors of safety. Failure of the slope is defined as any down slope<br />

movement of the failed soil mass. The horizontal length of a particular failure zone along the face of the<br />

slope is expected to range fiom less than 100 feet to more than several hundred feet. Graphical<br />

representations of the analyses for static conditions are presented on Figures 4.2-17 and 4.2-1 8.<br />

The graphical representatives of the analyses include cross sections of tailings piles with the hypothetical<br />

slope failures resulting from the stratigraphy, soil parameters, and groundwater conditions. The factor of<br />

safety is presented as contours in the upper left-hand comer of the figure. The contours represent slip circle<br />

centers having equal factors of safety. Each contour line is the collection of the centers of rotation for slip<br />

circles (i.e., circles representing the plane of sliding of potential slope failure masses within the slope) which<br />

have the same factor of safety. The contours typically converge at a central minimum value, as displayed on<br />

the figure. The contours can be used to assess how much of the slope may be near the minimum factor of<br />

safety.<br />

An analysis of the potential for seismic induced landslides was performed using ground acceleration values<br />

recommended by the U.S. Geologic Survey in Frankel et al., 1996. The peak ground acceleration for a 475-<br />

. year return period earthquake was accordingly estimated at 0.18 g for specific soil conditions at the tailings<br />

location. The pseudo-static method was used for the landslide analysis. The seismic coefficient typically<br />

used for pseudo-static analyses is two-thirds of the peak ground acceleration. Slope stability analyses<br />

performed on the tailing pile slopes above Railroad Creek indicate that the tailings pile 2 slopes would fail<br />

during a seismic event of this magnitude (safety factor of less than 0.98). The results of the analyses<br />

indicated a safety factor of 1.04 for tailings pile 3 slopes.<br />

Knowing that slopes for two of the three tailings piles will clearly fail during the relatively large 475-year<br />

seismic event triggered a search for the smallest seismic event that could bring the slopes to the point of<br />

failure. The analyses indicated that a seismic event generating a peak ground acceleration of 0.05 g is large<br />

enough to cause slope failure, i.e., to reduce the "factor of safety" to a value of 1.0 or less. The "factor of<br />

safety" is,the ratio of the magnitude of forces tending to resist slope failure (e.g., shear strength of the soil)<br />

to the magnitude of the forces tending to cause failure (e.g., weight of soil mass on the upper slope). In the<br />

opinion of the geotechnical engineering community, factors of safety higher than 1.2 indicate a suitably<br />

G:\WPDATA\OO5\REWRTSWOLDENN2UU\4-O.Wc<br />

17693-005-019Uuly 19.<strong>1999</strong>:4:5 1 PM;DRAFK FINAL RI REPORT

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