Water-retaining structures
Tanks, reservoirs, swimming pools, sewage treatment units and basements below the water table must hold or exclude liquid as well as carry load. Strength alone is not enough: cracks that would be harmless in a building let water seep, leach lime and corrode the steel. Design of such structures in India follows IS 3370, used together with IS 456.
The governing check is usually cracking. IS 3370 (Part 2) limits the calculated surface crack width, normally to 0.2 mm, and to 0.1 mm where the exposure is aggressive or the appearance and tightness are critical. Crack width depends on the steel stress, bar diameter and spacing, cover and the strain gradient, so many small bars at close spacing are better than a few large ones. Minimum reinforcement is needed in both directions to control early-age thermal and shrinkage cracking, which in thick walls cast against a stiff base can be more severe than load cracking.
Circular tanks carry the water pressure mainly by hoop tension. For a wall free to slide at its base, the hoop tension at a depth equals the water pressure there times the radius. Real walls are usually fixed or hinged at the base, which shifts part of the load into vertical bending near the base; design tables and analysis give the split. Rectangular tanks carry the pressure by two-way plate bending and need corner steel.
Joints are planned, not accidental: construction joints with waterstops, movement joints where needed, and careful compaction and curing. A water test, filling the tank and measuring the drop in level over several days, is the final proof.
Check early-age thermal cracking of thick walls cast on a hardened base; it often decides the minimum steel.
Hydrostatic pressure p = γ_w hCircular tank, wall free at base: hoop tension T = γ_w h D / 2 per metre heightCrack width limit (IS 3370 Part 2): 0.2 mm normally, 0.1 mm for aggressive exposure
Designing a tank to strength alone and ignoring the crack-width check.
Problem. A circular water tank has an internal diameter of 10 m and water depth of 4 m. Treating the wall as free to slide at the base, find the hoop tension at the base and the hoop steel per metre height for an assumed working steel stress of 130 N/mm² (take the permissible value from the code in design).
- Pressure at base: p = 9.81 × 4 = 39.24 kN/m².
- Hoop tension: T = 39.24 × 10 / 2 = 196.2 kN per metre height.
- Steel: A_s = 196 200 / 130 = 1 509 mm² per metre height, split between the two faces.
- About 755 mm² per face per metre, for example 12 mm bars at 150 mm centres (754 mm²) on each face, subject to the crack-width check.
Answer. Hoop tension 196 kN/m; about 1 510 mm² of hoop steel per metre height
Quick quiz
1What is the usual crack width limit in IS 3370 (Part 2)?
0.2 mm (0.1 mm for aggressive exposure).
2Why use small bars at close spacing in tanks?
Closer, thinner bars give narrower cracks for the same steel area.
3How is a tank finally proved watertight?
By a water test, filling it and measuring the level drop over several days.
- IS 3370 (series) (India): Concrete structures for storage of liquids.
- IS 456 (India): Plain and reinforced concrete: general rules for materials, durability, design and construction.
- ACI 350 (USA): Code requirements for environmental engineering concrete structures (tanks, treatment plants).
- EN 1992 (Eurocode 2) (Europe): Design of concrete structures.
Clauses and documents to read
- IS 3370 (Part 2):2009: crack width limits and design of reinforced concrete liquid-retaining structures
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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