Wang Z X, Srivastava D K
Biochemistry Department, North Dakota State University, Fargo 58105.
Anal Biochem. 1994 Jan;216(1):15-26. doi: 10.1006/abio.1994.1002.
We offer a novel graphical method for determining the number of essential sites in enzymes that contain multiple binding sites for a ligand. This method is applicable both to monomeric enzymes containing multiple "unspecific" sites (for protons, metal ions, etc.) and to oligomeric enzymes containing multiple "specific" sites (for substrates and their cognate analogues). The overall procedure is based on some of the intrinsic properties of the general rate equation for enzyme-catalyzed reactions involving multiple binding sites for ligands as elaborated by W. G. Bardsley and R. E. Childs (Biochem. J., 149, 313-328, 1975). The experimental protocol involves measurement of initial rates of enzyme-catalyzed reactions either at varying concentrations of the substrate or at a fixed concentration of the substrate and varying concentrations of effectors (activator or inhibitor). The data are analyzed by plotting 1/v[L]p versus [L] (for inhibition) and [L]p/v versus 1/[L] (for activation) for different (integral) increments of p (such as 0, 1, 2, 3, ... etc.). According to the analytical procedure developed herein, the magnitude of p that yields a horizontal asymptote on these plots serves as the quantitative measure of the number of essential sites in enzyme molecules. By employing this procedure, we have been able to quantitatively ascertain the number of essential sites required for the activation or inhibition of a variety of monomeric and oligomeric enzymes. Among monomeric enzymes we have established that: (i) of the three binding sites for linoleic acid in the lipoxygenase molecule, one site is essential for catalysis, and the other two sites are inhibitory; (ii) of several plausible protonation sites in the alpha-chymotrypsin molecule, only one protonation site is required for the activation of the enzyme; and (iii) there are two inhibitory sites for guanidine-HCl per ribonuclease A molecule; the enzyme is fully inhibited upon binding of guanidine-HCl at any of these two sites. Among oligomeric enzymes, we have discerned that: (i) the individual subunits of LDH and phosphorylase b are catalytically active, and (ii) the catalytic/functional unit of the creatine kinase molecule is likely to be the dimeric subunit. The theoretical details leading to the graphical analysis and its usage in delineating the functional stoichiometry of enzyme-ligand complexes are discussed.
我们提供了一种新颖的图形方法,用于确定对配体具有多个结合位点的酶中必需位点的数量。该方法既适用于含有多个“非特异性”位点(用于质子、金属离子等)的单体酶,也适用于含有多个“特异性”位点(用于底物及其同源类似物)的寡聚酶。整个过程基于W. G. Bardsley和R. E. Childs(《生物化学杂志》,149, 313 - 328, 1975)所阐述的涉及配体多个结合位点的酶催化反应总速率方程的一些内在特性。实验方案包括在底物浓度变化时或在底物固定浓度和效应物(激活剂或抑制剂)浓度变化时测量酶催化反应的初始速率。通过针对不同(整数)增量的p(如0、1、2、3等)绘制1/v[L]p对[L](用于抑制)和[L]p/v对1/[L](用于激活)来分析数据。根据本文开发的分析程序,在这些图上产生水平渐近线的p值用作酶分子中必需位点数量的定量度量。通过采用该程序,我们能够定量确定激活或抑制多种单体和寡聚酶所需的必需位点数量。在单体酶中,我们已经确定:(i)脂氧合酶分子中亚油酸的三个结合位点中,一个位点对催化至关重要,另外两个位点具有抑制作用;(ii)在α - 胰凝乳蛋白酶分子中几个可能的质子化位点中,仅一个质子化位点是酶激活所必需的;(iii)每个核糖核酸酶A分子有两个对盐酸胍的抑制位点;当盐酸胍在这两个位点中的任何一个结合时,酶会被完全抑制。在寡聚酶中,我们已经识别出:(i)乳酸脱氢酶和磷酸化酶b的各个亚基具有催化活性,以及(ii)肌酸激酶分子的催化/功能单元可能是二聚体亚基。讨论了导致图形分析的理论细节及其在描绘酶 - 配体复合物功能化学计量中的应用。