Foundation Design: Principles and Practices (3rd Edition)
Foundation Design: Principles and Practices (3rd Edition)
3rd Edition
ISBN: 9780133411898
Author: Donald P. Coduto, William A. Kitch, Man-chu Ronald Yeung
Publisher: PEARSON
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Chapter 2, Problem 2.9QPP

We wish to design a shallow foundation with a probability of failure of 10 3 . The footing supports a column carrying a dead load with a mean of 30 k and COV of 0.05 and a live load with a mean of 10 k and COV of 0.15. Based on the uncertainty of soil properties and our analysis method, we estimate the COV of the foundation capacity to be 0.2. For what mean capacity does the foundation need to be designed? Assume both loads and capacity are normally distributed.

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Problem 2. The square foundation shown in Figure below rests in homogeneous soft clay layer. Subsurface exploration and laboratory testing found that the soil's effective cohesion is 30 kN/m². The groundwater table is far below the ground surface and will not affect the bearing capacity. The unit weight of clay above the groundwater table is 16.5 kN/m³. Using Terzaghi's bearing capacity theory, determine the ultimate bearing capacity of the soil. Assume general shear failure. If the factor of safety for bearing capacity is 3.5, calculate the allowable bearing capacity. B =1.2 m and Df = 1.0 m. Df D₁ 7 7 sat B Ground surface Groundwater table
In the following example, a rectangular foundation must be designed whose B/L ratio must be equal to 0.5.The ultimate allowable load Qadm that must be transmitted to the ground is 520 KN, using a safety factor of 2.0. Designing with Meyerhoff theory, assume that the soil undergoes a general shear failure process. For this problem, propose values of B and L that meet the B/L ratio until Qadm is found to be equal to 520 kN.
Problem 1: A shallow foundation 25m × 18 m carries a uniform pressure of 175 kPa. Determine the vertical stress at two points that are 12 m and 24 m below the mid-point of one of the long sides, respectively. (a) using influencing factors (b) by means of Newmark's chart (c) using the 2:1 method (c) Comment on the results of the 2:1 method by comparing with those of the other two methods.
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