Relative permittivity of water

εr,H2O=80.2 —\varepsilon_{r,\mathrm{H_2O}} = 80.2\ \text{—}
Value80.2 —
StatusTypical value: varies by about ± 0.5 — in practice
SourceIAPWS R8-97, Release on the Static Dielectric Constant of Ordinary Water Substance for Temperatures from 238 K to 873 K and Pressures up to 1000 MPa (Fernández and others, J. Phys. Chem. Ref. Data 26, 1125, 1997): 80.22 at 293.15 K and 0.101325 MPa
CategoriesElectromagneticMaterial PropertiesChemistry
Relative permittivity of water in every dimensionless unit
UnitValue
ratio80.2 —
percent8,020 %
part per trillion80,200,000,000,000 ppt
part per billion80,200,000,000 ppb
part per million80,200,000 ppm
per cent mille8,020,000 pcm
basis point802,000 bp
per mille80,200 per mille

Learning zone

Water's static dielectric constant of about 80 is enormous for a small molecule. It comes from the permanent dipole of the bent H–O–H geometry combined with hydrogen bonding, which lets whole clusters reorient together in an applied field. The practical consequence is Coulomb's law divided by 80: the electrostatic attraction holding Na⁺ to Cl⁻ drops eightyfold when the pair is surrounded by water, which is why table salt dissolves and why water is the universal solvent of biology.

The value is strongly temperature-dependent (about 87.9 at 0 °C, 80.2 at 20 °C, 78.4 at 25 °C and 55.5 at 100 °C) because heat disrupts the hydrogen-bond network that makes cooperative alignment possible. It is also frequency-dependent: above roughly 20 GHz the molecules can no longer follow the field, and the resulting dielectric loss is precisely what heats food in a microwave oven. Treat any single figure here as a typical value tied to its temperature.

Revised 31 October 2026
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formula.expert. (2026, October 31). Relative permittivity of water. https://formula.expert/constants/relative-permittivity-water