2012
DOI: 10.1615/specialtopicsrevporousmedia.v3.i1.70
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Correlation of Water Frost Porosity in Laminar Flow Over Flat Surfaces

Abstract: A dimensionless correlation has been proposed for water frost porosity expressing its dependence on frost surface temperature and Reynolds number for laminar forced flow over a flat surface. The correlation is presented in terms of a dimensionless frost surface temperature scaled with the cold plate temperature, and the freezing temperature. The flow Reynolds number is scaled with reference to the critical Reynolds number for laminar-turbulent transition. The proposed correlation agrees satisfactorily with the… Show more

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Cited by 12 publications
(3 citation statements)
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“…The heat flux and formation of the frost layer owing to the temperature difference between the LNG and air alter the enthalpy of the two materials, which results in a change in temperature. The components and conditions of the LNG and air used as the input in the numerical model are identical to those used in the pilot-scale experiment; moreover, the density of frost is obtained from Kandula …”
Section: Numerical Model Of the Vaporizermentioning
confidence: 99%
See 1 more Smart Citation
“…The heat flux and formation of the frost layer owing to the temperature difference between the LNG and air alter the enthalpy of the two materials, which results in a change in temperature. The components and conditions of the LNG and air used as the input in the numerical model are identical to those used in the pilot-scale experiment; moreover, the density of frost is obtained from Kandula …”
Section: Numerical Model Of the Vaporizermentioning
confidence: 99%
“…The components and conditions of the LNG and air used as the input in the numerical model are identical to those used in the pilot-scale experiment; moreover, the density of frost is obtained from Kandula. 27 3.1. Properties.…”
Section: Numerical Model Of the Vaporizermentioning
confidence: 99%
“…It incorporates the water frost density correlation presented in [9]. The frost thermal conductivity model is taken from [11], which is based on the point contact model of Zehner and Schlunder [12,13], and regards the frost as made up of cylindrical particles.…”
Section: This One-dimensional Model Is Based On the Work Of Jones Andmentioning
confidence: 99%