Structural Analysis
6th Edition
ISBN: 9781337630931
Author: KASSIMALI, Aslam.
Publisher: Cengage,
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Hello, Can I get answer please? Assume soil bearing capacity is 150 kN/m2.
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Step 1: Introduce the problem statement
VIEW Step 2: Determine ultimate load on slab
VIEW Step 3: Classification of slab
VIEW Step 4: Load distribution from slab to beam
VIEW Step 5: Determine axial load on column
VIEW Step 6: Design of footing
VIEW Step 7: Check for two-way shear
VIEW Step 8: Check for one-way shear
VIEW Step 9: Design of footing
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- A proposed building column will carry a maximum downward unfactored load combination is 250 kips and a service load of 185 kips. The column is to be supported on a square footing at a depth of 7 ft. in silty sand with the following engineering properties: y=119 lb/ft³ above the groundwater table and 122 lb/ft³ below, c'=0, '= 32°, and Neo-30. The groundwater table is 15 ft. below the ground surface. The allowable settlement da is 0.75 inches. The ASD factor of safety is 2.5. Determine the design of the footing width clearly identifying if it is controlled by settlement or bearing capacity.arrow_forwardQ1: A column foundation (Fig. 1) is 3 mx 2 m in plan. Given: 25%, C-50 kN/m². Using modified Meyerhof's equation and FS-4, determine the net allowable load the Dr-2m. foundation could carry. H 3mx2m 7-168 AN levalarrow_forwardWhy does the high water table results in a lowered bearing capacity?arrow_forward
- A proposed building column will carry a downward maximum unfactored load combinationof 250 k and a service load of 185 k. This column is to be supported on a square footing at adepth of 7 ft in a silty sand with the following engineering properties: g = 119 lb/ft3above the groundwater table and 122 lb/ft3 below, c′ = 0, f′ = 32°, N60 = 30. The groundwater tableis 15 ft below the ground surface. The allowable settlement, da, is 0.75 in. The ASD, factorarrow_forwardFoundation examplearrow_forwardUniformity distributed load 100Kn/m² is carried by circular foundation. The diameter of Raft 10m. Determine the vertical stress below the centre of raft at the depth of 2.5m, 5m, 7.5m, 10m. Use Boussinesq eqaution. Please Show the all step.arrow_forward
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