Bayek949
Civil/Environmental
- Mar 21, 2019
- 4
Have been asked to design soldier beam for permanent cantilever wall (exposed height ~6').
Borings show silty-sand (report provides Phi = 29 deg, unit weight 125 PCF). Borings show there is fractured shale beneath the soil, but I would like to design the wall as if it was encountering only soil (which may be the case, we only have one boring to go on). Someone called for a rock socket of 5' minimum, which seems too little considering 1) we're on an angle, and 2) the shale is fractured. In any case:
The retained side of the proposed wall has a 27 deg backslope. The groundline is front of the proposed wall however, has an approximate downward slope of 51 deg.
Problem arises with calculating the passive pressure coefficient, Kp. Using Coulomb, (PHI = 29 deg, DELTA = PHI/2, BETA = 51), a Kp = 263 was calculated.
After this, tried looking for other methods of calculating passive pressure with inclined slope.
Using NAVFAC DM 7.02 (Figure 3 on Pg. 64), the formula for Kp yielded Kp = 46 (formula was dependent on PHI and BETA only).
Using NYDOT GDP-11 (Case 1, Infinite Slope Analysis, Pg. A-3), the formula for Kp (dependent on PHI and BETA again), doesn't even yield a number because the cosine square of 27 subtracted from cosine square of 51 yields a negative number, which there is obviously no square root for.
Does anyone have any recommendation for calculating passive pressure in a situation like this with an inclined foreslope? Is my assumption of treating it like it's all soil incorrect, given that the friction angle is less than the measured slope?
Thanks all.
Borings show silty-sand (report provides Phi = 29 deg, unit weight 125 PCF). Borings show there is fractured shale beneath the soil, but I would like to design the wall as if it was encountering only soil (which may be the case, we only have one boring to go on). Someone called for a rock socket of 5' minimum, which seems too little considering 1) we're on an angle, and 2) the shale is fractured. In any case:
The retained side of the proposed wall has a 27 deg backslope. The groundline is front of the proposed wall however, has an approximate downward slope of 51 deg.
Problem arises with calculating the passive pressure coefficient, Kp. Using Coulomb, (PHI = 29 deg, DELTA = PHI/2, BETA = 51), a Kp = 263 was calculated.
After this, tried looking for other methods of calculating passive pressure with inclined slope.
Using NAVFAC DM 7.02 (Figure 3 on Pg. 64), the formula for Kp yielded Kp = 46 (formula was dependent on PHI and BETA only).
Using NYDOT GDP-11 (Case 1, Infinite Slope Analysis, Pg. A-3), the formula for Kp (dependent on PHI and BETA again), doesn't even yield a number because the cosine square of 27 subtracted from cosine square of 51 yields a negative number, which there is obviously no square root for.
Does anyone have any recommendation for calculating passive pressure in a situation like this with an inclined foreslope? Is my assumption of treating it like it's all soil incorrect, given that the friction angle is less than the measured slope?
Thanks all.