We present a front-trackinglfinite difference method for simulation of drop solidification on a cold plate. The problem includes temporal evolution of three interfaces, i.e. solid-liquid, solid-gas, and liquid-gas, that are explicitly tracked under the assumption of axisymmetry. Method validation is carried out by comparing computational results with exact solutions for a two-dimensional Stefan problem, and with related experiments. We then use the method to investigate a drop solidifying on a cold plate in which there exists volume change due to density difference between the solid and liquid phases. Numerical results show that the shape of the solidified drop is profoundly different from the initial liquid one due to the effects of volume change and the tri-junction in terms of growth angles phi(gr) on the solidification process. A decrease in the density ratio of solid to liquid psi or an increase in the growth angle results in an increase in the height of the solidified drop. The solidification process is also affected by the Stefan number St, the Bond number Bo, the Prandtl number Pr, the Weber number We, the ratios of the thermal properties of the solid to liquid phases k(sl) and C-psl. Increasing St, Bo, Pr, We, or k(sl), decreases the solidified drop height and the time to complete solidification. Moreover, the solidification growth rate is strongly affected by St, k(sl) and C-psl. An increase in any of these parameters hastens the growth rate of the solidification interface. Contrarily, increasing rho(si) decreases the growth rate. However, other parameters such as phi(gr), Bo, Pr and We have minor effects on the solidification growth rate. (C) 2015 Elsevier Ltd. All rights reserved.