1972 Volume 36 Issue 2 Pages 197-203,a1
Though the effective thermal conductivity of frost layer “λf” increased with the increase of the frost layer density, the relationship of them was not obvious, because the thermal conduction in the frost layer was affected not only by the thermal conductivity in solid phase, but also by heat transfer by moisture diffusion in gas phase.
To explain the relationship between λf and the frost layer density, a simple model was presented by assuming that the frost layer was consist of frost columns. By introducing λf to the model, simultaneous heat and masstransfer phenomena in frost layer could be fairly well simulated. This simulation showed that λf was affected mainly by surface temperature of plate covered with frost layer, surface temperature of frost layer and frost layer density.
Moreover, other simple model was presented by assuming that frost layer was consist of ice columns. In this model, character difference of ice columns and frost layer which piled up ice particles complicately, was expressed by correction factor “α0” contained the irregularity of heat flow path in frost layer, constriction and contact resistance of ice particles. By using this model, λf was able to estimate relatively well.