Challenge

Design of Shallow Foundation (Isolated Footings)

1. AIM - Design of Shallow Foundation (Isolated Footings)

PROCEDURE -

First calculate Gross Soil Pressure and Footing Area -

- Unfactored load with surcharge + self weight of footing / allowable soil pressure

= (2000/1.5x1.1)/150

= 9.78 m2

= 3.2 m side footing

Net soil Pressure & Initial Footing Depth

- Factored load / Actual Area of footing

2000x1000/(3.2x3.2)

Pn = 195.3 kn/m^2

- Assume Depth of footing 500mm and checking it for bearing stress as per IS 456-2000 clause 34.4

\/(footing base bearing area / loaded area)<=2

- Permissible bearing stress 0.45xFck = 11.25 N/mm2

- Permissible bearing stress multiplied with area factor 11.25x2 = 22.5 N/mm2

- Actual bearing Stress at column base

(2000x1000)/ (400x400) = 12.5 N/mm2

12.5 N/mm2 actual stress is less than permissible 22.5N/mm2

We can provide 500mm depth footing for further

if assume 50 mm cover for footing , the effective depth shall be taken as 450 mm .

Flexural Reinforcement

- Conversion of net pressure into uniformly distributed load

= 195.3 x 3.2 = 625 kn/m

- bending moment due to udl over a cantilever section

= wl^2/2 = 625x1.6x1.6/2

= 800 Knm

Reinforcement calculation as per IS 456-2000

Assume Fy = 500N/mm2 Ast required = 4350mm2

If we provide 16mm Dia rebar at 125 mm spacing the actal Rebar Provided = 3200/125 x201

Ast provided = 5146 mm2

One way shear check

- shear force in the one way shaded area

= 0.95 x 3.2 x 195.3

= 593.7 kn

- Design Shear Stress at One way Cut Face

= 593.7 x1000 / (3200x450)

= 0.412 n/mm2

- Shear stress capacity of section As per Is code 456 - 2000

= 0.425 N/mm2

- Design Shear Stress is less than Shear capacity Hence ok

Two way Shear Check -

- shear force in the two way shaded area

= (3.2x3.2)-(0.85x0.85)x 195.3

= 1859 kn

- Design Shear Stress at Two way Cut Face

= 1859 x1000 / (3400x450)

= 1.215 n/mm2

- Shear stress capacity of section As per Is code 456 - 2000

= 1.25 N/mm2

- Design Shear Stress is less than Shear capacity Hence ok

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