Self-compacting concrete
Self-compacting concrete (SCC) flows under its own weight, fills formwork around dense reinforcement and levels itself, without vibration and without segregating. It suits congested elements such as beam-column joints in earthquake-resistant frames, thin walls, heavily reinforced rafts, precast units with fine finishes and repair work where vibrators cannot reach.
Its behaviour comes from balancing two properties that normally conflict: high fluidity and high resistance to segregation. A high-range water-reducing admixture gives fluidity at a modest water content; a higher powder content, using fly ash, slag, limestone powder or silica fume, and sometimes a viscosity-modifying admixture give cohesion. The coarse aggregate content is lower and its maximum size smaller than in conventional concrete, so that particles do not lock together and block between bars.
Because the slump cone cannot describe it, SCC has its own fresh tests. Slump flow measures the spread of the concrete when the cone is lifted, and the time to reach a 500 mm spread indicates viscosity. The V-funnel time measures how fast it flows through a narrow outlet. The L-box and J-ring measure passing ability through bars; the L-box blocking ratio compares the height of concrete at the far end with that at the gate. A sieve segregation test checks stability. In India these tests are in IS 1199 (Part 6) and mix proportioning guidance in IS 10262.
Formwork must be designed for full fluid pressure, because SCC can act almost like a liquid during placing. Placing rate, drop height and finishing still need control, and curing is just as important as for normal concrete.
Do the trial mix with site materials and the actual placing method; SCC is sensitive to small changes in sand moisture.
Slump flow = mean of two perpendicular spread diametersL-box blocking (passing) ratio = H₂ / H₁Fluid formwork pressure (upper bound): p = ρ g h
Adding extra water to increase flow, which causes segregation and bleeding.
Problem. In an SCC trial, the slump-flow spreads in two perpendicular directions are 680 mm and 700 mm. In the L-box, the concrete height is 85 mm at the far end and 100 mm just behind the gate. Find the slump flow and blocking ratio.
- Slump flow = (680 + 700) / 2 = 690 mm.
- Blocking ratio = H₂ / H₁ = 85 / 100 = 0.85.
- A spread near 700 mm suits most structural SCC, and a ratio of 0.85 shows good passing ability; the specified class and limits come from the project specification.
Answer. Slump flow 690 mm; blocking ratio 0.85
Quick quiz
1What makes SCC flow without segregating?
A high-range water reducer for fluidity balanced by higher powder content or a viscosity modifier for cohesion.
2Which test checks passing ability through bars?
L-box or J-ring.
3Why design formwork for full fluid pressure?
SCC can behave almost like a liquid while placed.
- IS 1199 (India): Methods of sampling and analysis of fresh concrete, including slump.
- IS 10262 (India): Guidelines for proportioning concrete mixes.
- IS 9103 (India): Concrete admixtures: specification.
- EN 206 (Europe): Concrete: specification, performance, production and conformity.
- EN 12350 (series) (Europe): Testing fresh concrete, including slump.
Clauses and documents to read
- IS 1199 (Part 6):2018: tests on fresh self-compacting concrete
- IS 10262:2019: mix proportioning guidelines, including self-compacting concrete
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.
- M. S. Shetty, Concrete Technology: Theory and Practice, S. Chand, latest edition.
- A. M. Neville, Properties of Concrete, Pearson, 5th edition.
- P. K. Mehta, P. J. M. Monteiro, Concrete: Microstructure, Properties, and Materials, McGraw Hill, latest edition.
Free and official sources
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