Poisson's Ratio of Concrete
| Value | 200 per mille (0.2 —) |
| Status | Typical value: varies by about ± 30 per mille in practice |
| Source | FHWA-HIF-15-016, Post-Tensioned Box Girder Design Manual (2016), section 2.1.6: 0.20, as AASHTO LRFD 5.4.2.5 prescribes |
| Categories | Material PropertiesEngineering & Trade |
| Unit | Value |
|---|---|
| per mille | 200 per mille |
| percent | 20 % |
| ratio | 0.2 — |
| part per trillion | 200,000,000,000 ppt |
| part per billion | 200,000,000 ppb |
| part per million | 200,000 ppm |
| per cent mille | 20,000 pcm |
| basis point | 2,000 bp |
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.
Cite this page
formula.expert. (2026, November 8). Poisson's Ratio of Concrete. https://formula.expert/constants/poissons-ratio-concrete