Burgner J W, Ray W J
Biochemistry. 1984 Jul 31;23(16):3636-48. doi: 10.1021/bi00311a010.
To evaluate the ability of lactate dehydrogenase to facilitate the bond making/breaking steps for both the addition of pyruvate enol to NAD (pyruvate adduct reaction) and the normal redox reaction, the ability of the enzyme to facilitate the tautomerization of bound pyruvate is assessed. In addition, the equilibrium constants for the adduct reaction are obtained for both bound and free reactants from the ratio of the rate constants in the forward and reverse reactions (at pH 7). The latter comparison indicates that the enzyme facilitates bond making/breaking in the (forward) pyruvate adduct reaction by a factor of about 10(11) M. Similar comparisons suggest that reactant immobilization accounts for about 1000 M of this 10(11) M rate effect. Since the (pH-independent) rate constant for the ketonization of bound pyruvate enol assisted by the external buffer, imidazolium ion, is 2 X 10(7) M-1 s-1 and the corresponding rate constant for free pyruvate enol, again assisted by imidazolium ion, is 35 M-1 s-1 [Burger, J. W., II, & Ray, W. J., Jr. (1978) Biochemistry 17, 1664], the enzyme facilitates the bond making/breaking steps associated with the conversion of bound HO-C less than to bound O = C less than by a factor of about 10(6)-fold. The product of the above two rate enhancement factors and the rate factor suggested previously for the environmental effect on NAD produced by its binding to lactate dehydrogenase, 100-fold, is 10(11) M, and it accounts for the bond making/breaking effects exerted by the enzyme in the pyruvate adduct reaction. The rate constant for oxidation of ethanol (a model for lactate) by 1-methylnicotinamide (a model for NAD) is about 5 X 10(-12) M-1 s-1 at 25 degrees C in pure ethanol (delta H for this reaction is about 30 kcal/mol). The ratio of the rate constants for E X NAD X Lac----E X NADH X Pyr and the above model reaction is estimated as about 10(14) M in water; i.e., the LDH-induced rate effect is about 10(14) M. The product of the values for the above rate factors for the normal redox reaction is about 10(12) M. Although the value of this product is less certain than that for the adduct reaction, these rate factors do account for much of the LDH-induced rate effect.
为了评估乳酸脱氢酶促进丙酮酸烯醇与NAD加成(丙酮酸加合物反应)以及正常氧化还原反应中键的形成/断裂步骤的能力,对该酶促进结合态丙酮酸互变异构的能力进行了评估。此外,根据正向和反向反应的速率常数之比(在pH 7时),得到了结合态和游离反应物加合物反应的平衡常数。后一种比较表明,该酶在(正向)丙酮酸加合物反应中促进键的形成/断裂的系数约为10(11) M。类似的比较表明,反应物固定化占这10(11) M速率效应中的约1000 M。由于外部缓冲剂咪唑鎓离子辅助下结合态丙酮酸烯醇酮化的(与pH无关的)速率常数为2×10(7) M-1 s-1,而游离丙酮酸烯醇在咪唑鎓离子辅助下的相应速率常数为35 M-1 s-1 [伯格,J. W.,二世,& 雷,W. J.,小(1978年)《生物化学》17,1664],该酶促进与结合态HO-C小于转化为结合态O = C小于相关的键的形成/断裂步骤的系数约为10(6)倍。上述两个速率增强系数与先前提出的NAD与乳酸脱氢酶结合对其产生的环境效应的速率系数(100倍)的乘积为10(11) M,它解释了该酶在丙酮酸加合物反应中施加的键的形成/断裂效应。在25℃的纯乙醇中,1-甲基烟酰胺(NAD的模型)氧化乙醇(乳酸的模型)的速率常数约为5×10(-12) M-1 s-1(该反应的ΔH约为30 kcal/mol)。在水中,E×NAD×Lac----E×NADH×Pyr与上述模型反应的速率常数之比估计约为10(14) M;即,LDH诱导的速率效应约为10(14) M。正常氧化还原反应上述速率系数的值的乘积约为10(,12) M。尽管该乘积的值不如加合物反应的确定,但这些速率系数确实解释了LDH诱导的大部分速率效应。