Abstract
The authors show that for a drug cleared by one enzyme the area under the serum concentration-time curve from time 0 to infinity (AUC0-INF) of a test dose can be expressed as AUC0-INF = TD x F x (Km + C)/Vmax where TD is test dose size, F is fraction absorbed, C is drug serum concentration at the time of the study, and Km and Vmax are the Michaelis constant and maximum velocity of the enzyme. This equation predicts the AUC0-INF produced by a given tracer dose of drug will vary directly with C in drugs with nonlinear pharmacokinetic properties (i.e., drugs whose value for C approaches or exceeds Km) if C is held constant by administration of tracer and maintenance doses of drug. The AUC0-INF produced by intravenous tracer doses of 150 mg of 13C15N2-sodium phenytoin was determined in 15 subjects at 30 different values of C. AUC0-INF showed a high degree of direct linear correlation with C (AUC0-INF (ug x hr/mL) = 35.4 + 8.1 x C (ug/mL), r = 0.885, P < .0001). Consequences of this observation for relative bioavailability studies of drugs with nonlinear pharmacokinetic properties are discussed.
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