Deep excavations
Basements, metro stations, underpasses and pump houses in cities need deep excavations next to existing buildings, roads and services. The excavation must be stable, the water kept out, and the ground movement small enough that neighbours are not damaged. Each of these, not just the first, controls the design.
Support systems range from soldier piles with timber lagging, through sheet piles and contiguous or secant bored piles, to diaphragm walls cast in slurry-supported trenches. The wall is held by struts across the excavation, by ground anchors tied back into the soil, or by the permanent floor slabs cast top-down as excavation proceeds. Diaphragm and secant walls also cut off groundwater; otherwise dewatering is needed, which can itself cause settlement of nearby buildings by raising effective stress.
Earth pressures on braced walls differ from those on free retaining walls because the struts prevent the wall from moving as a classical active wedge. Peck's apparent pressure envelopes, derived from measured strut loads, are used to size struts in preliminary design. In soft clay, base heave, the soil under the excavation squeezing upward, can be critical, and in sand with water below, hydraulic uplift and piping must be checked.
Modern practice combines numerical analysis with an observational method: inclinometers, settlement points, strut load cells and piezometers are read throughout construction against trigger levels, and the sequence is adjusted if movements exceed predictions.
Set trigger levels for movement before excavation starts, and agree actions for each level.
Rankine active coefficient: K_a = (1 − sin φ) / (1 + sin φ)Peck apparent pressure, braced cut in sand: p = 0.65 K_a γ H (uniform over the height)Strut load ≈ p × vertical spacing × horizontal spacing
Checking only wall strength and ignoring ground movement affecting adjacent buildings.
Problem. A braced excavation 8 m deep in dry sand has γ = 18 kN/m³ and φ = 30°. Struts are at 2.5 m vertical and 2.5 m horizontal spacing. Estimate the apparent pressure and a typical strut load.
- K_a = (1 − 0.5) / (1 + 0.5) = 1/3.
- p = 0.65 × (1/3) × 18 × 8 = 31.2 kPa.
- Strut load ≈ 31.2 × 2.5 × 2.5 = 195 kN.
- Top and bottom struts are checked with their actual tributary areas; this is a preliminary value.
Answer. Apparent pressure 31.2 kPa; strut load about 195 kN
Quick quiz
1Why do braced cuts not follow classical active pressure?
Struts restrain the wall, so the soil cannot form a free active wedge.
2What is base heave?
Upward movement of soft soil under the excavation floor.
3Why can dewatering damage neighbours?
It raises effective stress and causes settlement.
- EN 1997 (Eurocode 7) (Europe): Geotechnical design.
- DIN 4085 (Germany): Calculation of earth pressure.
- BS 8004 (UK): Code of practice for foundations.
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.
- B. M. Das, Principles of Foundation Engineering, Cengage, latest edition.
- J. E. Bowles, Foundation Analysis and Design, McGraw Hill, 5th edition.
- M. J. Tomlinson, J. Woodward, Pile Design and Construction Practice, CRC Press, latest edition.
Free and official sources
Found an error? Write to indiacongroupofengineers [at] gmail [dot] com. For corrections and feedback. We never ask for payment or personal details.