1981
DOI: 10.1007/bf00367857
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Thermal diffusion of bound water in wood

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1983
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Cited by 37 publications
(12 citation statements)
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“…which relies on a separate description of the movement of free water owing to the action of capillary pressure gradient (according to Darcy's law) and a mechanism of sorption-diffusion of bound water molecules according to a diffusive process supplied by a gradient of bound water [37,38]. This approach has a major shortcoming which relies on a tricky identification of both the transport coefficients related to bound water (diffusion coefficient) and those related to capillary movement of free water according to the Darcy law (permeability, viscosity, etc.).…”
Section: Continuum Approach Of Moisture Transport In Unsaturated Poromentioning
confidence: 99%
“…which relies on a separate description of the movement of free water owing to the action of capillary pressure gradient (according to Darcy's law) and a mechanism of sorption-diffusion of bound water molecules according to a diffusive process supplied by a gradient of bound water [37,38]. This approach has a major shortcoming which relies on a tricky identification of both the transport coefficients related to bound water (diffusion coefficient) and those related to capillary movement of free water according to the Darcy law (permeability, viscosity, etc.).…”
Section: Continuum Approach Of Moisture Transport In Unsaturated Poromentioning
confidence: 99%
“…Bound water movement can be described as a diffusion process driven by differences in concentration of activated water molecules, and the gradient can be expressed in terms of the bound water concentration gradient (Skaar and Siau, 1981). Consequently, the mass flux of the bound water phase can be expressed as…”
Section: V(pbvbmentioning
confidence: 99%
“…Consequently, the findings of the research conducted in wood science can be applied to concrete. As proposed by Skaar and Siau (1981), the bound water coefficient is a function of the activation energy for bound water, and for concrete, it can be described as a function of saturation and temperature in the following way Db = Dr(S,T)= Db,oexp (16.8-2 08 S--~---~T ~ "…”
Section: Materials Parameters and Constitutive Relationsmentioning
confidence: 99%
“…The bound water diffusion coefficient is a function of the activation energy of bound water [16] and can be expressed as a function of saturation and temperature.…”
Section: Materials Parameters and Constitutive Relationsmentioning
confidence: 99%