Title : ( Scaled Solutions of Richards\' Equation for Infiltration and Drainage Considering Dissimilar Soils )
Authors: Seyyed Morteza Sadeghi , Bijan Ghahraman , Ali Naghi Ziaei , Kamran Davary , Klaus Reichardt , Scott B. Jones ,
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Abstract
After Miller-Miller “similar media” theory, scaling methods were invented and have been frequently used. One important aspect of scaling methods is to scale Richards \'equation (RE) so that a single solution will suffice for numerous specific cases. Although many types of methods for scaling RE have been developed, all of them apply for similar soils. The similarity condition limits the application of these methods. Therefor, the main objective of this study was developing a method to scale RE applicable to dissimilar soils.
Keywords
Scaled Solutions of Richards\' Equation for Infiltration and Drainage Considering Dissimilar Soils
@inproceedings{paperid:1025117,
author = {Sadeghi, Seyyed Morteza and Ghahraman, Bijan and Ziaei, Ali Naghi and Davary, Kamran and Klaus Reichardt and Scott B. Jones},
title = {Scaled Solutions of Richards\' Equation for Infiltration and Drainage Considering Dissimilar Soils},
booktitle = {the AGU fall Meeting},
year = {2011},
location = {San Francisco, IRAN},
keywords = {Scaled Solutions of Richards\' Equation for Infiltration and Drainage Considering Dissimilar Soils},
}
%0 Conference Proceedings
%T Scaled Solutions of Richards\' Equation for Infiltration and Drainage Considering Dissimilar Soils
%A Sadeghi, Seyyed Morteza
%A Ghahraman, Bijan
%A Ziaei, Ali Naghi
%A Davary, Kamran
%A Klaus Reichardt
%A Scott B. Jones
%J the AGU fall Meeting
%D 2011
