Poisson's Ratio of Concrete

νc=0.2 —\nu_{c} = 0.2\ \text{—}
Value0.2 —
StatusMeasured: ± 0.03 — (0.15 relative)
SourceACI 318, Building Code Requirements for Structural Concrete
CategoriesMaterial PropertiesEngineering & Trade
Poisson's Ratio of Concrete in every dimensionless unit
part per trillion200,000,000,000 ppt
part per billion200,000,000 ppb
part per million200,000 ppm
per cent mille20,000 pcm
basis point2,000 bp
per mille200 per mille
percent20 %
ratio0.2 —

Learning zone

Concrete in the elastic range spreads sideways less than steel does, and codes take 0.20 for uncracked normal-weight concrete, with measured values across mixes and aggregates running 0.15 to 0.25. It matters most in confined situations — thick slabs, shear walls, spirally reinforced columns, and any finite-element model where the transverse stiffness of a plate depends on 1/(1 − ν²).

The value is a fiction once microcracking begins. Above roughly 70–80 % of ultimate compressive stress, vertical cracks open parallel to the load and the apparent Poisson's ratio climbs steeply past 0.5 as the specimen dilates — this is not elastic behaviour at all but volumetric expansion from cracking, and it is exactly the mechanism that confinement reinforcement exists to restrain. That is why a spirally confined column is far more ductile than a tied one, and why quoting 0.20 anywhere near ultimate load is a mistake.