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Shallow Foundations

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mat foundation. Foundation Design. Resistance to bearing ... Loads on Foundations. dead load. live load. wind load. snow load. earth pressure. water pressure ... – PowerPoint PPT presentation

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Title: Shallow Foundations


1
Shallow Foundations
  • Ch. 9

2
Introduction
  • Definition of a foundation
  • shallow (footings)
  • deep (pier, caisson or piles)
  • Footings - Fig. 9-2
  • individual
  • continuous or wall
  • strap
  • mat foundation

3
Foundation Design
  • Resistance to bearing capacity failure
  • Resistant to excessive settlements
  • Table 9-1
  • Footing design procedure
  • p.264

4
Loads on Foundations
  • dead load
  • live load
  • wind load
  • snow load
  • earth pressure
  • water pressure

5
Depth and Location
  • Frost action
  • effect of expansion and contraction
  • Soil Volume change
  • depth of 5 to 10 ft. below surface
  • Groundwater
  • construction (dewatering)
  • reduced strength
  • hydrostatic uplift
  • frost action
  • waterproofing problems

6
Bearing Capacity Analysis
  • Ultimate bearing capacity
  • allowable bearing capacity
  • factor of safety
  • Terzaghi equations
  • Continuous or wall footing(width B)
  • Circular footing(radius R)
  • Square footing(width B)

7
  • Terzaghi bearing factors
  • Figure 9-7 bearing capacity factors for both
    cohesive and cohesionless soils
  • cohesion (C) and angle of internal friction (?)
  • cohesive soils, ? is equal to zero
  • cohesionless soil, c is equal to zero
  • dense sand and stiff clay
  • loose sand and soft clay
  • c and ? values
  • Figure 9-9 bearing capacity factors for
    cohesionless soil

8
Effect of groundwater table on bearing capacity
  • Case 1 - groundwater at or above base of footing
  • Case 2 - groundwater is at a distance, B, below
    the base of the footing
  • Case 3 - groundwater is between the base of the
    footing and a distance B below the base of the
    footing

9
Structural Design of Footings
  • Size of Footing
  • Section 9-5
  • Required base area of a footing is obtained by
    dividing the Column Load, Q, by the allowable
    bearing capacity, q(a).
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