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#' Convert pharmacokinetic parameters for one compartment model
#'
#' Calculate pharmacokinetic parameters with volume of distribution (V1) and
#' elimination rate constant (k10)
#' @usage OneComp_Volume_RateConstant(V1,k10,
#' V1.sd=NA,k10.sd=NA,covar=c(V1k10=0),...)
#' @param V1 The volume of distribution of compartment 1
#' @param k10 elimination rate constant
#' @param V1.sd standard error of V1
#' @param k10.sd standard error of k10
#' @param covar covariances among parameters
#' @param ... arguments to be passed to methods
#' @references \url{http://www.nonmemcourse.com/convert.xls}
#' @export
#' @examples
#' OneComp_Volume_RateConstant(V1=8,k10=0.5,V1.sd=0.01,k10.sd=0.002)
#'
OneComp_Volume_RateConstant<-function(V1,k10,
V1.sd=NA,k10.sd=NA,covar=c(V1k10=0),...){
if(is.na(covar[1])) covar<-0
V1.var = (V1.sd)^2
k10.var = (k10.sd)^2
Vdss<-V1
Vdss.sd<-V1.sd
Cl1<-V1*k10
sigma<-matrix(as.numeric(c(V1.var,covar[1],covar[1],k10.var)),2,2,byrow=T)
Cl1_deriv<-as.matrix(attr(eval(stats::deriv(~V1*k10,c("V1","k10"))),
"gradient"))
Cl1.sd<-sqrt(Cl1_deriv %*% sigma %*% t(Cl1_deriv))
t_alpha<-log(2)/k10
t_alpha_deriv<-as.matrix(attr(eval(stats::deriv(~log(2)/k10,"k10")),
"gradient"))
t_alpha.sd<-sqrt(t_alpha_deriv * k10.var *t_alpha_deriv)
true_A<-1/V1
true_A_deriv<-attr(eval(stats::deriv(~1/V1,"V1")),"gradient")
true_A.sd<-sqrt(true_A_deriv* V1.var * true_A_deriv)
frac_A<-1
frac_A.sd<-ifelse(is.na(V1.sd),NA,0)
alpha<-k10
alpha.sd<-k10.sd
if(is.na(V1[1])){
param = rep(NA,8)
sd = rep(NA,8)
} else{
param = c(V1,k10,Cl1,t_alpha,Vdss,true_A,frac_A,alpha)
sd = c(V1.sd,k10.sd,Cl1.sd,t_alpha.sd,Vdss.sd,true_A.sd,frac_A.sd,alpha.sd)
}
result = data.frame(Parameter=c("V1","k10","Cl1","t_alpha","Vdss",
"True_A","Frac_A","alpha"),
Estimate=param, Std.err=sd)
row.names(result) <- c("V1","k10","Cl1","t_alpha","Vdss",
"True_A","Frac_A","alpha")
result<-result[c("Vdss","V1","Cl1","k10","alpha","t_alpha",
"True_A","Frac_A"),]
return(result)
}
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