13.22 Consider the retaining wall shown in Figure 13.38. The height of the wall is 9.75 m, and the unit weight of the sand backfill is 18.7 kN/m. Using Coulomb's equation, calculate the active force,...


13.22 Consider the retaining wall shown in Figure 13.38. The height of the wall is 9.75m. and the unit weight of the sand backfill is 18.7kN/m3. Using Coulomb's equation, calculate the active force, Pa, on the wall for the following values of the angle of wall friction. Also, comment on the direction and location of the resultant.


13.22 Consider the retaining wall shown in Figure 13.38. The height of the wall is 9.75 m,<br>and the unit weight of the sand backfill is 18.7 kN/m. Using Coulomb's equation,<br>calculate the active force, P, on the wall for the following values of the angle of<br>wall friction. Also, comment on the direction and location of the resultant.<br>a. 8' = 14°<br>b. 8' = 21°<br>Sand<br>= 18.7 kN/m3<br>c' =0<br>= 34°<br>e = 10°<br>%3D<br>H= 9.75 m<br>= 12°<br>8' (wall friction)<br>Figure 13.38<br>© Cengage Learning 2014<br>|<br>|<br>

Extracted text: 13.22 Consider the retaining wall shown in Figure 13.38. The height of the wall is 9.75 m, and the unit weight of the sand backfill is 18.7 kN/m. Using Coulomb's equation, calculate the active force, P, on the wall for the following values of the angle of wall friction. Also, comment on the direction and location of the resultant. a. 8' = 14° b. 8' = 21° Sand = 18.7 kN/m3 c' =0 = 34° e = 10° %3D H= 9.75 m = 12° 8' (wall friction) Figure 13.38 © Cengage Learning 2014 | |

Jun 11, 2022
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