2002
DOI: 10.1016/s0360-1323(01)00064-6
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In-life prediction of hygrometric behaviour of buildings materials: an application of fractal geometry to the determination of adsorption and suction properties

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Cited by 10 publications
(9 citation statements)
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“…Estructura porosa y proceso de carbonatación en pastas mixtas de cal con diferente porcentaje de cemento Pore structure and carbonation in blended lime-cement pastes dissolution is dependent upon the contact area between the Ca(OH) 2 crystals and the water, the amount of which likewise depends on the internal structure of the paste (5,10,11).…”
Section: Preparación De Las Pastasmentioning
confidence: 99%
“…Estructura porosa y proceso de carbonatación en pastas mixtas de cal con diferente porcentaje de cemento Pore structure and carbonation in blended lime-cement pastes dissolution is dependent upon the contact area between the Ca(OH) 2 crystals and the water, the amount of which likewise depends on the internal structure of the paste (5,10,11).…”
Section: Preparación De Las Pastasmentioning
confidence: 99%
“…Fractal geometry is used to describe chaotic systems which are characterized by their invariability at any scale used to examine them: any part or the system looks the same as the whole (self-similarity) [24]. System is determined by fractal dimension value, which is defined as an intermediate dimension between the Euclidean dimensions (point 0, line 1, plane 2 and volume 3) as a consequence of the complexity of the system [5].…”
Section: Surface Fractal Dimensionmentioning
confidence: 99%
“…One important side of the knowledge of these blended mortars is the study of the microstructure and related properties, which gives information about: i) the future degradation of the material [3,4]; ii) transport and accumulation of water [5]; iii) kind of diffusion of gases through the material [6], and, related with this, the kinetic of some reactions that can take place [7].…”
Section: Introductionmentioning
confidence: 99%
“…Fractal geometry is used to describe chaotic systems which are characterized by their invariability at any scale used to examine them: any part or the system looks the same as the whole (self-similarity) [7]. System is determined by fractal dimension value, which is defined as an intermediate dimension between the Euclidean dimensions (point 0, line 1, plane 2 and volume 3) as a consequence of the complexity of the system [23].…”
Section: Surface Fractal Dimensionmentioning
confidence: 99%