Recompute factor of safety against sliding at Point A based on the underlying soil being clay. Still assume that the shear stress at point A is 400 psf.
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- Calculate the geostatic stress at point A, the soil unit wieght is 18 kN/m3. 6 m 1.6 m 3 m •A 1.5 m PLAN 6 m Vertical load 50 kN/m2 3 m SECTION Select one: O a. 24 kN/m2 o b. 44 kN/m2 OC 54 kN/m2 o d. 45 kN/m2water suifas 1m Given the figure and the following data: 2 m Determine (a) the width of base b on the conditions: 7 m a.1 The resultant intersects the base at the downstream edge of the middle third. Tee G0Y a.2 If the factor of safety against overturning is 1.60 a.3 If the factor of safety against sliding is 1.20 T T Yw = 1 m3 Ye = 2.4- m3 Which b among the three prevails? (Note T is ton ) (coefficient of friction betwe µ = 0.60 the base and foundation (b) Using the value of b that prevails in part (a), determine b.1 the intersection of the resultant with the base b.2 the maximum and minimum pressure intensity at the base. % of seepage below the base is 60.Soil Ysat = 125.0 pcf 2 ft 3 ft Datum B Determine the effective vertical stress (psf) for point D. 1 ft 5 ft ц ш о O D A 00 13 ft
- A soil profile is shown. Dry Sand 2m Gr-203 C0.50 A Se Clay 2rne of Capillery rise 2.5m S-50% ground yater table e-0,75 S425 B- Clay 3.5m Gs=2.72 e=0.95 C Rock a) Compute the effective stress right below В. b) Compute the effective stress at C. c) Compute the effective stress at D. Scanned with CamScannerEXAMPLE PROBLEM 3 ! Levee Sand y = 119 lb/ft³ y = 125 lb/ft³ Potential shear surface 9 ft 22 ft 15 ft River A Friction angle = 34 degrees Compute factor of safety against sliding at Point A. Assume that the shear stress at point A is 400 psf. 24Two footings rest in layer of sand 2.7m thick. The bottom of the footings are 0.9m below the ground surface. Beneath the clay layer is hard pan. The water table is at a depth of 1.8m below the ground surface. P-450 kN P, = 900 kN 0.90 m 0.90 m Y418,50 kN/m' Sand 0.90 m 20.80 kN/m Sand y=18.80-kN/m e=1.03, C,= 0.30 1.80 m Clay Solve this using the equation for approximation. a. In footing A, compute the stress increase at the
- Given: 1. Structural Component: Beam 300 mm x 400 mm Column 400 mm x 400 mm Slab thickness 110 mm 2. Dead Load: Super Imposed dead load = 4.5 KPa (including slab weight) CHB = 3.11 KPa 3. Seismic Parameter: Soil Profile - Sb Closest distance to the source - 10 km Ductility Coefficient R = 8.0 Seismic Zone Z=0.40 Ct = 0.0731 A. Compute TOTAL LATERAL FORCES in the 2nd floor? B. Compute LATERAL FORCES in the 3rd floor?1. What is th.maximum shcar in the footing? P= 1200 KN P=1200KN %3D 3m+ Gm 十3mThe major principal stress (kPa) on the soil element is (anti-clockwise shear +ve) 100 kPa 50 kPa -50 kPa 50 kPa 130.9 O 55.9 O 19.1 O
- A soil profile is shown in Figure ?-?. Compute the shear strength on the horizontal and vertical planes at points ? and ?.A footing 2m square is located a depth of 4m in a stiff clay of saturated unit weight 21kN/m3. The undrained strenght of the clay at a depth of 4m is given by the 3 parameters c=120kN/m2 and φ=0o . For a factor of a safety of 3 with respect to shear failure ,What load could be carried by the footing.under the embankments at point A that are loaded at a depth of 4 m below the ground and right embankments are 11 and 13 kN/m', respectively. Determine the stress increase Two embankments loads on silty clay soils layers as shown below. Unit weights of the left a surface. ! Center line IV:1H y= 11 kN/m 5m iy= 13 kN/m A 1V:1H 1V:1H