A circular foundation of diameter 8 m supports a tank. The base of the foundation is at 1 m from the ground surface. The vertical load is 20 MN. The tank foundation was designed for short-term loading conditions (su = 80 kPa and Ysat = 19 kN/m³). The groundwater level when the tank was initially designed was at 4 m below the ground surface. It was assumed that the groundwater level was stable. However, Fourteen months after the tank was constructed and during a week of intense rainfall, the groundwater table reached the base of the circular footing and the tank foundation failed. It was speculated that failure occurred by bearing capacity failure. As a result of your calculations, establish and show whether this is correct or not. The friction angle is $'p = 25° from simple shear tests. 20 MN D=8m D₁ = 1 m Ground Surface
A circular foundation of diameter 8 m supports a tank. The base of the foundation is at 1 m from the ground surface. The vertical load is 20 MN. The tank foundation was designed for short-term loading conditions (su = 80 kPa and Ysat = 19 kN/m³). The groundwater level when the tank was initially designed was at 4 m below the ground surface. It was assumed that the groundwater level was stable. However, Fourteen months after the tank was constructed and during a week of intense rainfall, the groundwater table reached the base of the circular footing and the tank foundation failed. It was speculated that failure occurred by bearing capacity failure. As a result of your calculations, establish and show whether this is correct or not. The friction angle is $'p = 25° from simple shear tests. 20 MN D=8m D₁ = 1 m Ground Surface
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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