T. Kakkar et al., Evaluation of a minimal experimental design for determination of enzyme kinetic parameters and inhibition mechanism, J PHARM EXP, 293(3), 2000, pp. 861-869
Citations number
13
Categorie Soggetti
Pharmacology & Toxicology
Journal title
JOURNAL OF PHARMACOLOGY AND EXPERIMENTAL THERAPEUTICS
The advent of combinatorial chemistry has led to a deluge of new chemical e
ntities whose metabolic pathways need to be determined. A significant issue
involves determination of the ability of new agents to inhibit the metabol
ism of existing drugs as well as its own susceptibility for altered metabol
ism. There is need to estimate the enzyme inhibition parameters and mechani
sm or mechanisms of inhibition with minimal experimental effort. We examine
d a minimal experimental design for obtaining reliable estimates of K-i (an
d V-max and K-m). Simulations have been applied to a variety of experimenta
l scenarios. The least experimentally demanding case involved three substra
te concentrations, [S], for the control and one substrate-inhibitor pair, [
S]-[I]. The control and inhibitor data (with 20% coefficient of variance ra
ndom error) were simultaneously fit to the full nonlinear competitive inhib
ition equation [simultaneous nonlinear regression (SNLR)]. Excellent estima
tes of the correct kinetic parameters were obtained. This approach is clear
ly limited by the a prior assumption of mechanism. Further simulations dete
rmined whether SNLR would permit assessment of the inhibition mechanism (co
mpetitive or noncompetitive). The minimal design examined three [S] (contro
l) and three [S]-[I] pairs. This design was successful in identifying the c
orrect model for 98 of 100 data sets (20% coefficient of variance random er
ror). SNLR analysis of metabolite formation rate versus [S] permits a drama
tic reduction in experimental effort while providing reliable estimates of
K-i, K-m, and V-max along with an estimation of the mechanism of inhibition
. The accuracy of the parameter estimates will be affected by the experimen
tal variability of the system under investigation.