Situation 2: A 2.0 mx 2.0 m footing carries concentrically a square column of 0.40 mx 0.40 m. Design date: Column factored loads: DL= 580 KN Concrete cover to the centroid of the footing reinforcement = 100 mm Concrete, f'c = 28 MPa Steel, fy = 415 Mpa Allowable stresses at ultimate loads: 1) 2) 3) For diagonal tension or two-way action shear=1.76 MPa For wide beam shear= 0.88 Mpa Maximum steel ratio for moment = 0.021 What is the minimum thickness (mm) of footing required for diagonal tension? Determine the minimum thickness (mm) of footing required for wide beam shear? What is the minimum thickness (mm) of footing required for maximum moment?

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Answer situation 2

Situation 1: A footing supports a 250 mm thick wall:
Given:
Allowable soil bearing pressure = 192 kPa
Thickness of footing = 350 mm
Concrete, f'c = 27.5 MPa
Steel, fy = 415 MPa
1) The footing is subjected to a moment of 126 kN-m and a total vertical load of 280 kN. Find the minimum width of
the footing to prevent uplift.
2) Given:
Resisting moment, M₁ = 440 kN - m
Overturning
moment, M₁ = 260 kN - m
Total vertical load = 265 kN
Determine the minimum width of the following to prevent uplift.
3) Given:
Footing width = 3 m
Resisting moment, M₁ = 500 kN - m
Overturning moment, M₁ = 265 kN - m
Total vertical load = 335 kN
Determine the maximum soil bearing pressure?
Situation 2: A 2.0 mx 2.0 m footing carries concentrically a square column of 0.40 m x 0.40 m.
Design date:
Column factored loads:
DL= 580 KN
Concrete cover to the centroid of the footing reinforcement = 100 mm
Concrete, f'c = 28 MPa
Steel, fy = 415 Mpa
Allowable stresses at ultimate loads:
For diagonal tension or two-way action shear = 1.76 MPa
For wide beam shear = 0.88 Mpa
Maximum steel ratio for moment = 0.021
1)
What is the minimum thickness (mm) of footing required for diagonal tension?
2) Determine the minimum thickness (mm) of footing required for wide beam shear?
3) What is the minimum thickness (mm) of footing required for maximum moment?
20 mm Ø
-0.4
2 m
04
2.0
100
2.0
Transcribed Image Text:Situation 1: A footing supports a 250 mm thick wall: Given: Allowable soil bearing pressure = 192 kPa Thickness of footing = 350 mm Concrete, f'c = 27.5 MPa Steel, fy = 415 MPa 1) The footing is subjected to a moment of 126 kN-m and a total vertical load of 280 kN. Find the minimum width of the footing to prevent uplift. 2) Given: Resisting moment, M₁ = 440 kN - m Overturning moment, M₁ = 260 kN - m Total vertical load = 265 kN Determine the minimum width of the following to prevent uplift. 3) Given: Footing width = 3 m Resisting moment, M₁ = 500 kN - m Overturning moment, M₁ = 265 kN - m Total vertical load = 335 kN Determine the maximum soil bearing pressure? Situation 2: A 2.0 mx 2.0 m footing carries concentrically a square column of 0.40 m x 0.40 m. Design date: Column factored loads: DL= 580 KN Concrete cover to the centroid of the footing reinforcement = 100 mm Concrete, f'c = 28 MPa Steel, fy = 415 Mpa Allowable stresses at ultimate loads: For diagonal tension or two-way action shear = 1.76 MPa For wide beam shear = 0.88 Mpa Maximum steel ratio for moment = 0.021 1) What is the minimum thickness (mm) of footing required for diagonal tension? 2) Determine the minimum thickness (mm) of footing required for wide beam shear? 3) What is the minimum thickness (mm) of footing required for maximum moment? 20 mm Ø -0.4 2 m 04 2.0 100 2.0
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