There are 3 methods for choosing how to integrate the AUC between two
concentration measurements in PKNCA
. They are lin up/log
down, linear and lin-log. Additionally, there are 3 methods for
extrapolating after the last concentration above the limit of
quantification. They are AUCinf, AUClast and AUCall. Other methods of
calculating AUC (such as AUCtau and AUCint) are
made with variants of these.
Note that other NCA tools may not describe interpolation as zero. The zero-interpolation rules are used by PKNCA to assist with other methods used across the suite of tools for interpolation and data cleaning within PKNCA. The zero-interpolation rules could be swapped for linear trapezoidal rules with the same effects here.
"lin up/log down"
)
interpolationLinear up/logarithmic down interpolation is the most commonly used
method for PK, and it is the default for PKNCA
.
Linear up/logarithmic down interpolation is often used when an exogenous substance is dosed and measured, and when the elimination likely occurs by first-order elimination from the body.
Linear up/logarithmic down interpolation uses the following rules in order for each pair of concentrations through Tlast:
"linear"
) interpolationLinear trapezoidal interpolation is often used when an endogenous substance is measured (and possibly dosed), and when the elimination may not occur by first-order elimination processes.
Linear trapezoidal interpolation uses the following rules in order for each pair of concentrations through Tlast:
"lin-log"
) interpolationLinear to Tmax/logarithmic after Tmax interpolation is infrequently used. It uses the following rules in order for each pair of concentrations through Tlast:
"AUClast"
extrapolationAUClast extrapolation after Tlast is the simplest. It is no extrapolation; the extrapolated AUC integral is zero.
"AUCall"
extrapolationAUCall extrapolation after Tlast has two rules:
"AUCinf"
extrapolationAUCinf extrapolation requires estimation of a half-life. It extrapolates using the equation
\(Extrap = \frac{C_{last}}{\lambda_z}\)