Regulatory kinetics of wheat-germ aspartate transcarbamoylase. Adaptation of the concerted model to account for complex kinetic effects of uridine 5'-monophosphate.

The kinetic effects of the end-product inhibitor UMP on aspartate transcarbamoylase (EC 2.1.3.2) purified to homogeneity from wheat germ were studied. In agreement with an earlier study of the relatively crude enzyme [Yon (1972) Biochem. J. 128, 311-320], the half-saturating concentrations of UMP and of the first substrate, carbamoyl phosphate (but not of the second, L-aspartate), were found to be strongly interdependent. However, the kinetic behaviour of the pure enzyme differed from that of the crude enzyme in several important respects, namely: (a) the apparent affinity for UMP was lower with the pure enzyme; (b) sigmoidicity was absent from plots of initial rate versus carbamoyl phosphate concentration, each at a fixed UMP concentration; (c) sigmoidicity was greatly exaggerated in plots of initial rate versus UMP concentration, each at a fixed carbamoyl phosphate concentration, owing to the occurrence of a slight but definite maximum in each plot at low UMP concentration; (d) there was a relative increase in this maximum in the presence of N-phosphonacetyl-L-aspartate, an inhibitor competitive with carbamoyl phosphate. It is shown that a modified two-conformation concerted-transition model can be used to account for most of these features of the pure enzyme. The model treats carbamoyl phosphate and UMP as antagonistic allosteric ligands binding to alternative conformational states [Monod, Wyman & Changeux (1965) J. Mol. Biol. 12, 88-118], carbamoyl phosphate binding non-exclusively (dissociation constants 20 microM and 85 microM respectively) and UMP binding exclusively (dissociation constant 2.5 microM). The model postulates further that the conformation with lower affinity for carbamoyl phosphate has the higher value of kcat., and that it binds UMP in competition with carbamoyl phosphate. Parameters giving the best fit of experimental data to this model were found by a non-linear least-squares search procedure.