ABSTRACT This study examines a linear relationship between the frequency shifts, ( 1 / w ) ( ∂w / ∂T ) p , and the variation of the dielectric constant, ( 1 / ϵ ) ( ∂ϵ / ∂T ) p , close to phase transitions in ferroelectric crystalline systems, in particular, ferroelectric NaNO2 as studied here. Both quantities (frequency and dielectric constant) are described by the power-law formulae below the Curie temperature Tc (ferroelectric phase), Tc < T < Ti (incommensurate phase) and T > Ti (paraelectric phase). The divergence behaviour of the mode Grüneisen parameter (ɣp ) is obtained, whose temperature dependence can also be described by a power-law formula in NaNO2. It is also shown that the heat capacity Cp can be evaluated from the thermal expansion (αp ) by means of the same critical exponent since they exhibit similar critical behaviour near Tc and Ti in this crystal.