Interactive Tool

Soil Pressure Distribution

Analyze the effect of eccentric loading on footing soil pressure.

Eccentricity (e)

0.125 m

Limit (B/6)

0.333 m

q_max

412.5 kPa

q_min

187.5 kPa

Overstressed: Soil pressure exceeds allowable capacity.
PMq_allow = 250B = 2.0m

Solved Problems

Example 1: Wall Footing Width

Problem: A 300mm thick concrete wall carries a dead load of 150 kN/m150 \text{ kN/m} and live load of 100 kN/m100 \text{ kN/m}. The allowable soil bearing capacity is qa=200 kPaq_a = 200 \text{ kPa}. The footing base is at 1.5 m1.5 \text{ m} below grade. Soil unit weight γs=18 kN/m3\gamma_s = 18 \text{ kN/m}^3, Concrete γc=24 kN/m3\gamma_c = 24 \text{ kN/m}^3. Determine the required width BB.

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Example 2: One-Way Shear in Isolated Footing

Problem: A 2.0 m×2.0 m2.0 \text{ m} \times 2.0 \text{ m} square footing supports a 400×400 mm400 \times 400 \text{ mm} column. The effective depth d=350 mmd = 350 \text{ mm}. The factored soil pressure qu=250 kPaq_u = 250 \text{ kPa}. Check one-way shear capacity. fc=28 MPaf'_c = 28 \text{ MPa}.

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Example 3: Punching Shear Check

Problem: For the same footing in Example 2 (qu=250 kPaq_u = 250 \text{ kPa}), check two-way (punching) shear.

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Example 4: Flexure Check for Isolated Footing

Problem: For the same footing in Example 2 and 3 (2.0 m×2.0 m2.0 \text{ m} \times 2.0 \text{ m}, d=350 mmd = 350 \text{ mm}, qu=250 kPaq_u = 250 \text{ kPa}, 400×400 mm400 \times 400 \text{ mm} column), calculate the required flexural reinforcement in one direction. fy=420 MPaf_y = 420 \text{ MPa}, fc=28 MPaf'_c = 28 \text{ MPa}.

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Example 5: Development Length of Flexural Steel in Footings

Problem: An isolated square footing (3.0 m×3.0 m3.0 \text{ m} \times 3.0 \text{ m}) supports a 400 mm×400 mm400 \text{ mm} \times 400 \text{ mm} square column at its center. The flexural steel requires a tension area of 4000 mm24000 \text{ mm}^2 in each direction, provided by 13-20mm bars. The required basic development length for a 20mm bar is ldb=650 mml_{db} = 650 \text{ mm}. The clear cover to the edge of the footing is 75 mm75 \text{ mm}. Determine if the bars have sufficient length to develop their yield strength (fyf_y).

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Case Study 1: Punching Shear Failure Due to Thin Footing

Problem: A large, isolated, unreinforced concrete spread footing was used to support a heavy column load. Soon after the building was fully occupied, the column punched entirely through the center of the footing, resting deep in the soil while the broken footing halves tilted upwards around it. Explain the structural failure mechanism.

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Case Study 2: Differential Settlement Resulting in Flexural Cracks

Problem: A combined rectangular footing was designed to support two closely spaced columns. Column A carries 500 kN500 \text{ kN} and Column B carries 2000 kN2000 \text{ kN}. The footing was proportioned correctly for total bearing capacity, but a year later, large vertical cracks appeared on the top surface of the footing between the two columns, and the building began leaning towards Column B. Explain the causes of this distress.

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