Bisswanger H
J Biol Chem. 1984 Feb 25;259(4):2457-65.
Three models are compared describing cooperative phenomena in enzymatic reactions in order to explain sigmoidal saturation curves found with the pyruvate dehydrogenase complex from Escherichia coli: the concerted model, the sequential model, and the slow transition model. Both the concerted and the sequential model were considered especially with regard to the increasing number of identical interaction subunits (protomers) in order to get close to the situation found with the pyruvate dehydrogenase complex which consists of 24 protomers. Applying the sequential model to a great number of protomers results in a weak increase of the Hill coefficient, while, in addition to this effect, the concerted model drastically shifts the sigmoidal range of the saturation function to very low ligand concentrations. Such shift is seen with saturation curves of pyruvate and thiamine disphosphate with the pyruvate dehydrogenase complex and a good fit with theoretical curves derived from the concerted model is obtained. However, subcomplexes with a reduced number of protomers exhibited no change in saturation behavior, thus providing evidence against concerted conformational changes of all subunits of the enzyme complex. A scheme for the initial reaction of the pyruvate dehydrogenase complex based on slow transitions is presented and a rate equation has been derived. Ordered binding of thiamine diphosphate and pyruvate and a ligand-induced slow transition between a less active and a fully active enzyme form has been assumed. The curves simulated with this model are in agreement with all essential kinetic data, which are observed with the pyruvate dehydrogenase complex: the atypical shape of the saturation curves of pyruvate and thiamine diphosphate, the respective Hill coefficients and Michaelis constants, the hyperbolic binding behavior of thiamine diphosphate, and the inhibition pattern found for acetyl coenzyme A.
为了解释大肠杆菌丙酮酸脱氢酶复合体呈现的S形饱和曲线,对描述酶促反应中协同现象的三种模型进行了比较:协同模型、序列模型和缓慢转变模型。尤其考虑了协同模型和序列模型,鉴于相同相互作用亚基(原体)数量不断增加,以便接近由24个原体组成的丙酮酸脱氢酶复合体的情况。将序列模型应用于大量原体时,希尔系数仅有微弱增加,而协同模型除了这种效应外,还将饱和函数的S形范围大幅转移至非常低的配体浓度。丙酮酸和硫胺二磷酸与丙酮酸脱氢酶复合体的饱和曲线呈现出这种转移,并且与从协同模型导出的理论曲线拟合良好。然而,原体数量减少的亚复合体在饱和行为上没有变化,从而提供了反对酶复合体所有亚基协同构象变化的证据。提出了基于缓慢转变的丙酮酸脱氢酶复合体初始反应方案,并推导了速率方程。假定硫胺二磷酸和丙酮酸按顺序结合,以及配体诱导在活性较低和完全活性的酶形式之间发生缓慢转变。用该模型模拟的曲线与丙酮酸脱氢酶复合体观察到的所有基本动力学数据一致:丙酮酸和硫胺二磷酸饱和曲线的非典型形状、各自的希尔系数和米氏常数、硫胺二磷酸的双曲线结合行为以及乙酰辅酶A的抑制模式。