Damped oscillatory hysteretic behaviour of butyrylcholinesterase with benzoylcholine as substrate
Authors: Masson Patrick , Goldstein Boris N. , Debouzy Jean‐Claude , Froment Marie‐Thérèse , Lockridge Oksana , Schopfer Lawrence M. 
Published: March 2005

Steady‐state kinetics for the hydrolysis of benzoylcholine (BzCh) and benzoylthiocholine (BzSCh) by wild‐type human butyrylcholinesterase (BuChE) and by the peripheral anionic site mutant D70G were compared. kcat/Km for the hydrolysis of BzSCh was 17‐fold and 32‐fold lower than that for hydrolysis of BzCh by wild‐type and D70G, respectively. The rate‐limiting step for hydrolysis of BzCh was deacylation, whereas acylation was rate‐limiting for hydrolysis of BzSCh. Wild‐type enzyme and the D70G mutant were found to reach steady‐state velocity slowly with BzCh as the substrate. At pH 6, the approach to steady‐state for both enzymes consisted of a mono‐exponential acceleration upon which a set of damped oscillations was superimposed. From pH 7 to 8.5, the approach to steady‐state consisted of a simple exponential acceleration. The damped oscillations were analyzed by both a numerical approximation and simulation based on a theoretical model. BuChE‐catalyzed hydrolysis of the thiocholine analogue of BzCh showed neither lags nor oscillations, under the same conditions. The frequency and amplitude of the damped oscillations decreased as the BzCh concentration increased. The apparent induction time for the exponential portion of the lag was calculated from the envelope of the damped oscillations or from the smooth lag. Wild‐type BuChE showed a hyperbolic increase in induction time as the BzCh concentration increased (τmax = 210 s at pH 6.0). However, the induction time for D70G was constant over the whole range of BzCh concentrations (τmax = 60 s at pH 6.0). Thus, the induction time does not conform to a simple hysteretic model in which there is a slow conformational transition of the enzyme from an inactive form E to an active form E′. No pH‐dependence of the induction time was found between pH 6.0 and 8.5 in sodium phosphate buffers of various concentrations (from 1 mm to 1 m). However, increasing the pH tended to abolish the oscillations (increase the damping factor). This effect was more pronounced for D70G than for wild‐type. Although the lyotropic properties of phosphate change from chaotropic at pH 6.0 to kosmotropic at pH > 8.0, no effect of phosphate concentration on the oscillations was noticed at the different pH values, suggesting that the oscillations are not related to a pH‐dependent Hofmeister effect of phosphate ions. Simulation and theoretical analysis of the oscillatory behaviour of the approach to the steady‐state for BuChE led us to propose a model for the hysteresis of BuChE with BzCh. In this model, the substrate‐free enzyme is present as an equilibrium mixture of two forms, E and E′. Substrate binds to E and E′, but only Ε′S makes products. It is proposed that oscillations originate from a time‐dependent change in the local concentration, solvation and/or conformation of substrate in the bulk solution. 1H‐NMR measurements provided evidence for a slow equilibrium between two BzCh conformers. Binding of the conformationally preferred substrate conformer leads to products.