A moving-boundary model is proposed for describing food isothermal drying. The model takes into account volume reduction of food materials and it is capable to predict sample shrinkage and surface deformation during the drying process. It can be applied to any sample geometry (discoid, cylindrical, cubic, parallelepiped) and to any food material since it can take into account that sample volume can decrease of a quantity that can be smaller, equal or larger than the corresponding volume of removed water. The core of the present model is the adoption of a pointwise shrinkage velocity equal (and opposite in sign) to the water diffusive flux times a shrinkage factor alpha(phi) depending on the pointwise water volume fraction phi(x) The shrinkage factor alpha(phi) can be assumed a priori or directly derived from experimental data of the rescaled volume V/V-0 vs the rescaled moisture content X/X-0. For ideal shrinkage alpha(phi) = 1. The model provides good results in terms of prediction of volume reduction, surface deformation and effective water diffusivity for potato strips air-drying.