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Two-dimensional finite element heat transfer model of softwood. Part III, Effect of moisture content on thermal conductivityAuthor(s): Hongmei Gu; John F. Hunt
Source: Wood and fiber science. Vol. 39, no. 1 (2007): p. 159-166.
Publication Series: Miscellaneous Publication
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DescriptionThe anisotropy of wood creates a complex problem for solving heat and mass transfer problems that require analyses be based on fundamental material properties of the wood structure. Most heat transfer models for softwood use average thermal properties across either the radial or tangential direction and do not differentiate the effects of cellular alignment or differences in earlywood and latewood. A two-dimensional finite element model that considers these basic structural characteristics was developed to determine the effective thermal conductivity as a function of cell alignment, cell porosity, and moisture content. This paper extends the initial model to include moisture content effects from the oven-dry to the fully saturated condition. The model predicts thermal conductivity values as a function of density and moisture content. Comparisons are made with established empirical equations found in the literature for the thermal conductivity of wood. The models developed in this study series are useful for enhancing our understanding of fundamental heat transfer effects in various wood boards.
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CitationGu, Hongmei; Hunt, John F. 2007. Two-dimensional finite element heat transfer model of softwood. Part III, Effect of moisture content on thermal conductivity. Wood and fiber science. Vol. 39, no. 1 (2007): p. 159-166.
KeywordsFinite element modeling, thermal conductivity, moisture content, heat transfer, cellular structure, geometric model, anisotropy, heat flux, thermal properties, heat conduction, heat transmission, sofwood, orientation, mass transfer, mathematical models, porosity, moisture content, earlywood, latewood
- Two dimensional finite element heat transfer models for softwood
- Two-dimensional finite element heat transfer model of softwood. Part I, Effective thermal conductivity
- Theoretical thermal conductivity equation for uniform density wood cells
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