Numerical Solution Of Phase Change Heat Transfer
Problems With Moving Boundaries Using An
Improved Finite Element Enthalpy Method
Author(s)
N. Scheerlinck, K.A. Fikim, P. Verboven, J. De Baerdemaeker &
B.M. Nicolai
Abstract
An improved finite element enthalpy method for the numerical solution of phase change heat
transfer problems related to freezing of food materials is presented with reference to three
dimensional geometries of arbitrary shape. From the governing equation the nonlinearities,
caused by the temperature dependency of the thermophysical properties, are introduced in a
functional relationship between the volumetric specific enthalpy and the Kirchhoff function
using Enthalpy and Kirchhoff transforms. The corresponding solution pr
Keywords
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