Recently, thermal dry oxidation of silicon was quantitatively described by the present authors in a model accounting for the relaxation phenomena occurring in the oxide film. Clarity about the underlying physical mechanisms and satisfactory matching with existing data both make the model rather appealing; also, the well-known anomalous behavior encountered in the thin film region appears to be adequately predicted. The resulting numerical problem is rather complex when compared with other existing models. A simplified mathematical formulation of the mentioned model is proposed here. The viscoelastic relaxations occurring in the oxide layer are lumped into a time-dependent effective diffusivity for which an explicit expression was found in terms of the parent model parameters. A deviation of, at most, 2.3% in the oxidation rate was obtained by comparing the results from rigorous and simplified approach. The simplified model proposed requires numerical procedures as simple as for some previously existing models; it has the additional advantage of being written in terms of quantities which all have precise physical meanings and can be measured independently of the oxidation process.