Question 12.16: Refer to Figure 12.22. The mat has dimensions of 90 ft × 120...
Refer to Figure 12.22. The mat has dimensions of 90 ft × 120 ft, and the live load and dead load on the mat are 45 × 10³ kip. The mat is placed over a layer of soft clay that has a unit weight of 120 lb/ft³. Find D_f for a fully compensated foundation.

The blue check mark means that this solution has been answered and checked by an expert. This guarantees that the final answer is accurate.
Learn more on how we answer questions.
Learn more on how we answer questions.
From Eq. (12.56a), we have
D_f=\frac{Q}{A\gamma}=\frac{45\times 10^6 lb}{(90\times 120)(120)}= 34.7 ft
Related Answered Questions
Question: 12.6
Verified Answer:
With c′ = 0, Eq. 12.20 becomes
q_u^\prime =...
Question: 12.5
Verified Answer:
From Eq. (12.17), eccentricity e =\frac{M}{...
Question: 12.4
Verified Answer:
With c′ = 0, Eq. (12.20) gives
q_u^\prime =...
Question: 12.1
Verified Answer:
From Eq. (12.7), noting that F_{ci} = F_{qi...
Question: 12.3
Verified Answer:
With c′ = 0, the ultimate bearing capacity [Eq. (1...
Question: 12.2
Verified Answer:
For φ′ = 23° from Table 12.1,
φ′
N_c[/l...
Question: 12.7
Verified Answer:
Given B = 3 ft and L = 6 ft. Note that \bar...
Question: 12.17
Verified Answer:
From Eq. (12.58), we have
FS=\frac{5.14 c_u...
Question: 12.15
Verified Answer:
From Eq. (12.43),
F_d =1+0.33(D_f/B)=1+0.33...
Question: 12.14
Verified Answer:
From Eq. (12.54),
q_{all(net)}=1.713 c_u\le...