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Manual utilizator Slope - GeoStru Software

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NORMATIVE 26<br />

experience.<br />

6.5.3 Sliding resistance<br />

1. Where the loading is not normal to the foundation base, foundations shall be<br />

checked against failure by sliding on the base.<br />

2. The following inequality shall be satisfied:<br />

H d<br />

= S d<br />

+ E p d<br />

[6.2]<br />

3. H d<br />

shall include the design values of any active earth forces imposed on the<br />

foundation.<br />

4.R d<br />

shall be calculated according to 2.4.<br />

5.The values of R d<br />

and R p;d<br />

should be related to the scale of movement<br />

anticipated under the limit state of loading considered. For large movements,<br />

the possible relevance of post-peak behaviour should be considered. The value<br />

of R p;d<br />

selected should reflect the anticipated life of the structure.<br />

6.For foundations bearing within the zone of seasonal movements of clay soils,<br />

the possibility that the clay could shrink away from the vertical faces of<br />

foundations shall be considered.<br />

7.The possibility that the soil in front of the foundation may be removed by<br />

erosion or human activity shall be considered.<br />

8.For drained conditions, the design shear resistance, R d , shall be calculated<br />

either by factoring the ground properties or the ground resistance as follows;<br />

R d<br />

= V' d<br />

tan δ d<br />

(6.3a)<br />

or<br />

R d<br />

= (V’ d<br />

tan δ k<br />

) / γ R;h<br />

(6.3b)<br />

Note In design procedures where the effects of actions are factored, the partial<br />

factor for the actions (γ F<br />

) is 1,0 and V’ d<br />

= V’ k<br />

in equation (6.3b).<br />

9. In determining V d<br />

', account shall be taken of whether H d<br />

and V' d<br />

are<br />

dependent or independent actions.<br />

10.The design friction angle δ d may be assumed equal to the design value of<br />

© <strong>GeoStru</strong> <strong>Software</strong>-<strong>Slope</strong> 8.0.1

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