Radika K, Northrop D B
J Biol Chem. 1984 Oct 25;259(20):12543-6.
Kinetic data for the 6'-aminoglycoside-modifying enzyme, AAC(6')-4, also named kanamycin acetyltransferase, have been collected for six aminoglycoside antibiotics (amikacin, gentamicin C1a, kanamycin A, neomycin B, sisomicin, and tobramycin) and three coenzymes (acetyl-CoA, n-propionyl-CoA, and n-butyryl-CoA). The initial velocity pattern using acetyl-CoA favors a ping-pong kinetic mechanism (Kia = -0.34 +/- 0.34 microM), but the pattern using n-propionyl-CoA supports a sequential one (Kia = 2.7 +/- 0.8 microM). Kinetic analyses using alternative substrates confirm the sequential mechanism and, moreover, clearly identify a random order of addition of antibiotic and coenzyme because V/K values of antibiotics varied 40-fold as the identity of the coenzyme was changed and V/K values of coenzyme varied 13-fold as the identity of the antibiotic was changed. One or both sets of values would have remained unchanged if the mechanism were either ordered sequential or ping-pong. Combining these results with structure-activity data which argue for a rapid rate of release of substrates and products relative to the rate of enzymatic turnover (Radika, K., and Northrop, D. B. (1984) Biochemistry 25, in press) establishes the kinetic mechanism as rapid equilibrium random sequential.
已收集了6'-氨基糖苷修饰酶AAC(6')-4(也称为卡那霉素乙酰转移酶)作用于六种氨基糖苷类抗生素(阿米卡星、庆大霉素C1a、卡那霉素A、新霉素B、西索米星和妥布霉素)以及三种辅酶(乙酰辅酶A、正丙酰辅酶A和正丁酰辅酶A)的动力学数据。使用乙酰辅酶A时的初始速度模式有利于乒乓动力学机制(Kia = -0.34 ± 0.34微摩尔),但使用正丙酰辅酶A时的模式支持有序机制(Kia = 2.7 ± 0.8微摩尔)。使用替代底物的动力学分析证实了有序机制,而且,由于随着辅酶身份的改变抗生素的V/K值变化了40倍,随着抗生素身份的改变辅酶的V/K值变化了13倍,因此清楚地确定了抗生素和辅酶添加的随机顺序。如果机制是有序顺序或乒乓机制,那么一组或两组值都将保持不变。将这些结果与结构活性数据相结合(这些数据表明相对于酶促周转速率底物和产物的释放速率很快(拉迪卡,K.,和诺思罗普,D. B.(1984年)《生物化学》25卷,即将发表)),确定动力学机制为快速平衡随机顺序。