Fractal geometry was deployed to analyse water retention curves (WRC). The three models used to estimate the curves were the general pore-solid fractal (PSF) model and two specific cases of the PSF model: the Tyler & Wheatcraft (TW) and the Rieu & Sposito (RS) models. The study was conducted on 30 undisturbed, sandy loam soil samples taken from a field and subjected to laboratory analysis. The fractal dimension, a non-variable scale factor characterizing each water retention model proposed, was estimated by direct scaling. The method for determining the fractal dimension proposed here entails limiting the analysis to the interval between an upper and lower pressure head cut-off on a log-log plot, and defining the dimension itself as the str...
Spatiotemporal behavior of soil water is essential to understand the science of hydrodynamics. Data ...
Online access for this thesis was created in part with support from the Institute of Museum and Libr...
Abstract. Fractal models of porous media are of interest in numerous scientific disciplines, includi...
The relationship between water content and water potential for a soil is termed its water retention ...
Water retention curve (WRC) is analyzed by means of the fractal geometry approach. Three models acco...
AbstractWater retention curve (WRC) is analyzed by means of the fractal geometry approach. Three mod...
The dependence of the soil water content ϑ upon the matric potential ψ is studied within a fractal a...
Water retention curve (WRC) is analyzed by means of the fractal geometry approach. Three models acco...
The study of spatial variability of specific quantities characterizing the unsaturated soil is very ...
Thesis (Ph. D.)--University of Hawaii at Manoa, 1991.Includes bibliographical references (leaves 192...
The soil-water characteristic curve (SWCC) is an essential tool to determine hydraulic and mechanica...
The soil water retention curve (SWRC) is one of the important hydraulic functions in water flow mode...
This paper presents a simple fractal model to quantify the effects of initial porosity on the soil-w...
The soil water retention curve (SWRC) is a fundamental hydraulic property majorly used to study flow...
The fitting analysis of soil-water characteristic curve (SWCC) is the foundation of engineering prop...
Spatiotemporal behavior of soil water is essential to understand the science of hydrodynamics. Data ...
Online access for this thesis was created in part with support from the Institute of Museum and Libr...
Abstract. Fractal models of porous media are of interest in numerous scientific disciplines, includi...
The relationship between water content and water potential for a soil is termed its water retention ...
Water retention curve (WRC) is analyzed by means of the fractal geometry approach. Three models acco...
AbstractWater retention curve (WRC) is analyzed by means of the fractal geometry approach. Three mod...
The dependence of the soil water content ϑ upon the matric potential ψ is studied within a fractal a...
Water retention curve (WRC) is analyzed by means of the fractal geometry approach. Three models acco...
The study of spatial variability of specific quantities characterizing the unsaturated soil is very ...
Thesis (Ph. D.)--University of Hawaii at Manoa, 1991.Includes bibliographical references (leaves 192...
The soil-water characteristic curve (SWCC) is an essential tool to determine hydraulic and mechanica...
The soil water retention curve (SWRC) is one of the important hydraulic functions in water flow mode...
This paper presents a simple fractal model to quantify the effects of initial porosity on the soil-w...
The soil water retention curve (SWRC) is a fundamental hydraulic property majorly used to study flow...
The fitting analysis of soil-water characteristic curve (SWCC) is the foundation of engineering prop...
Spatiotemporal behavior of soil water is essential to understand the science of hydrodynamics. Data ...
Online access for this thesis was created in part with support from the Institute of Museum and Libr...
Abstract. Fractal models of porous media are of interest in numerous scientific disciplines, includi...