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Footings

Intermediate Reinforced Concrete Design Reviewed 24 Oct 2026 2 min read

A footing spreads a column or wall load over enough soil area that the soil is not overstressed and settlement stays within limits. Isolated pad footings serve single columns, combined footings serve two columns close together or near a boundary, strip footings carry walls, and rafts cover the whole building when loads are heavy or soil is weak.

Design follows a fixed order. First, size the plan area from service loads and the allowable bearing pressure, which comes from the geotechnical investigation. Second, find the net upward soil pressure from factored loads and use it to design the concrete. The footing behaves like an inverted cantilever slab projecting from the column face. Check bending at the column face, one-way shear at a distance d from the face, and two-way (punching) shear on a perimeter at d/2 from the face. Punching usually decides thickness. Then check bearing at the column-footing interface and anchor the column bars into the footing.

Diagram: Indiacon original, not to scale.

Eccentric loads or moments make the soil pressure non-uniform; the resultant should stay within the middle third of the base (the kern) so that the whole footing stays in contact with the soil, with no uplift at one edge. Footings near property lines may need strap beams. Minimum depth, cover in contact with soil and a blinding layer under the footing are standard requirements.

Tip

Always use the net upward pressure from factored column load for concrete design; the footing self-weight and soil above it do not bend the footing.

Key formulas
  • Area: A = (P + self-weight) / q_allow
  • Net factored pressure: qu = Pu / A
  • Bending at column face: Mu = qu B (a²/2), a = projection
  • Punching perimeter at d/2: b₀ = 4 (c + d) for a square column
Assumptions and limits
  • Assumes a rigid footing with linear soil pressure; flexible rafts and footings on soft clay need soil-structure interaction analysis.
  • Area is sized with service loads against the safe bearing pressure, which must cover both shear failure and allowable settlement.
Solved example

Problem. A 400 × 400 mm column carries 1 200 kN service load. Allowable bearing pressure is 200 kPa. Size a square footing and find the design moment at the column face.

  1. Area required, adding 10 percent for self-weight: 1.1 × 1 200 / 200 = 6.6 m². Adopt 2.6 × 2.6 m (6.76 m²).
  2. Factored load 1.5 × 1 200 = 1 800 kN; net pressure qu = 1 800 / 6.76 = 266 kPa.
  3. Projection a = (2.6 − 0.4)/2 = 1.1 m.
  4. Mu = 266 × 2.6 × 1.1² / 2 = 418 kNm.

Answer. 2.6 m square; design moment about 418 kNm

Quick quiz

1Which loads size the footing area?

Service (unfactored) loads with allowable bearing pressure.

2What check usually governs footing thickness?

Two-way (punching) shear.

3Where is the critical section for bending?

At the face of the column.

Code note
  • IS 456 (India): Plain and reinforced concrete: general rules for materials, durability, design and construction.
  • IS 1904 (India): Design and construction of foundations in soils: general requirements.
  • IS 6403 (India): Determination of bearing capacity of shallow foundations.

Clauses and documents to read

  • IS 456:2000 cl. 34 (footings)
  • IS 456:2000 cl. 34.2.3 and 34.2.4 (bending and shear)
  • IS 456:2000 cl. 34.4 (transfer of load at the base of column)
  • IS 1904:1986 (design of foundations in soils)

Cited by number and clause only. We do not reproduce clause text, tables or figures (BIS Act 2016, s.10(5) and s.11). Check the current edition and amendments before use.

References and further reading

Standard texts, listed in no order of merit. We do not copy text, figures, tables or solved problems from any book; our explanations and examples are original.

  • S. Unnikrishna Pillai, Devdas Menon, Reinforced Concrete Design, McGraw Hill Education (India), latest edition.
  • J. K. Wight, J. G. MacGregor, Reinforced Concrete: Mechanics and Design, Pearson, latest edition.
  • A. H. Nilson, D. Darwin, C. W. Dolan, Design of Concrete Structures, McGraw Hill, latest edition.
  • R. Park, T. Paulay, Reinforced Concrete Structures, Wiley, 1975.

Free and official sources

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