The temperature-gradient metamorphism of snow: Vapour diffusion model and application to tomographic images

Abstract

A simple physical model describing the temperature-gradient metamorphism of snow is presented. This model, based on Kelvin's equation and Fick's law, takes into account the local variation of the saturating vapour pressure with temperature. It can determine locally whether the ice is condensing or subliming, depending on both the pressure and temperature fields in the snow structure. This model can also explain the formation of facets that occurs during the metamorphism. Using X-ray microtomographic images of snow samples obtained under low to moderate temperature-gradient conditions, this model has been tested and compared to the reaction-limited model proposed in a previous work.