SSfredlund: A Fredlund-Xing water retention model

In HydroMe: Estimating Water Retention and Infiltration Model Parameters using Experimental Data

A Fredlund-Xing water retention model

Description

This is a five- parameter function to determine water retention hydraulic parameters contained in the Fredlund-Xing water retention model

Usage

SSfredlund(x, thr, ths, alp, nscal, mscal)

Arguments

x	Suction potential/head as contained in the x-column of the xy water retention table or data
thr	This is the residual moisture content. It's the moisture content when suction potential is very high (almost at the drying point)
ths	This is the saturated moisture content. It's the moisture content when suction potential is very low (almost at the saturation point)
alp	It's the inverse of air-entry potential or bubbling pressure
nscal	This is a parameter or index for the pore-size distribution
mscal	This is a scaling parameter which is also related to the index for the pore-size distribution

Details

A Fredlund-Xing model is a self-starting type of nonlinear curve fitting model for fitting water retention characteristics using experimental data. If warnings are given during the estimation process, try to increase the iteration limit using control function. Sometimes the warnings can be suppressed using (warn=-1)/ignored since they do not terminate the process

Value

A list of objects returned by standard R regression functions such as nls and lm

Author(s)

Christian Thine Omuto

References

Fredlund DG and Xing A. 1994. Equations for the soil-water characteristic curve. Canadian Geotechnical Journal 31: 521-532

See Also

SSomuto, SSvgm, SSkosugi

Examples

## Attach sample data (isric data) from the package
data(isric)
pf <- subset(isric, Sample=="Benin2")
library(minpack.lm)
suppressWarnings(
fredlund.ns <- nlsLM(y ~ SSfredlund(x,thr,ths,alp,nscal,mscal), data=pf,
                     control = nls.lm.control(maxiter=200)))
coef(fredlund.ns)
plot(fitted(fredlund.ns)~pf$y)

HydroMe documentation built on May 29, 2024, 9:35 a.m.