如果α -淀粉酶的正向本征速率常数≠扩散极限相遇速率,则α -淀粉酶可能具有较大的本征速率常数

Ikechukwu Iloh Udema
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Objectives: 1) To rederive the equations for calculating the intrinsic rate constants for forward (k1) and reverse (i.e., backward) (k2) reactions; 2) to calculate the intrinsic rate constants; and 3) to                show that the probability (1/g) (or req(r)) that an enzyme is at a distance from the substrate is a              variable.  Results and Discussion: The equations for the determination of k2 and k1 were rederived. Unlike previous findings, the intrinsic (reverse) first order rate, k2 and forward second order rate, k1 were larger than their apparent counterparts, but they were, however, very similar in magnitude. The intrinsic rate constants were much larger than previously reported values when the enzyme (E) total concentration [ET] was much less than substrate’s total concentration [ST]. The k1 and apparent forward second order rate (kf) values where [ET] is much less than [ST] were > where [ET] is less than [ST]. 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引用次数: 1

摘要

背景:先前的研究表明,酶-底物复合物(ES)形成和解离的内在反向(向后)和正向速率常数大于有效或表观速率常数。据推测,如果采用合适的数学方程来计算,这些本征速率常数可能会更大。方法:理论方法、实验方法(Bernfeld法)和计算方法。目的:1)重新推导计算正向(k1)和反向(即反向)(k2)反应的固有速率常数的方程;2)计算本征速率常数;3)表示酶离底物一定距离的概率(1/g)(或req(r))是一个变量。结果与讨论:重新推导了测定k2和k1的方程。与先前的发现不同,本征(反向)一阶速率k2和正征二阶速率k1比它们的表观对应物要大,但它们的量级非常相似。当酶(E)总浓度[ET]远小于底物总浓度[ST]时,本征速率常数比先前报道的值大得多。当[ET]远小于[ST]时,k1和表观正向二阶速率(kf)值> [ET]小于[ST]时。因此,二阶速率常数的大小是[ET]的函数。当[ET]远小于[ST]时,k1和k2的值分别为7.41 exp. (+6) L/mol。81.34 exp. (+4) /min和15.76 exp. (+6) L/mol。Min和58.08 exp.(+4) / Min。我们发现,酶与底物之间存在相互吸引的可能性的概率(1/g)(或req(r))不是恒定的。结论:当接触的内在正向速率常数k1不等于扩散限制速率kD时,k1和k2值可能大于k1等于kD时的值。一种酶与底物之间存在相互吸引的可能性的概率(1/g)(或req(r))已被发现是一个可变常数,它取决于反应混合物组分的浓度和酶对底物的亲和力,反之亦然。未来的研究可能会试图推导出一个方程来确定产物形成的本征催化速率常数。
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Larger Intrinsic Rate Constants of Alpha-amylase is Possible if Intrinsic Forward Rate Constant is ≠ Diffusion limited Rate of Encounter
Background: Previous research has shown that the intrinsic reverse (backward) and forward rate constants are larger than the effective or apparent rate constants for the formation and dissociation of an enzyme-substrate complex (ES). It is speculated that such intrinsic rate constants could be larger if an appropriate mathematical equation was adopted for their computation.  Methods: Theoretical, experimental (Bernfeld method), and computational methods. Objectives: 1) To rederive the equations for calculating the intrinsic rate constants for forward (k1) and reverse (i.e., backward) (k2) reactions; 2) to calculate the intrinsic rate constants; and 3) to                show that the probability (1/g) (or req(r)) that an enzyme is at a distance from the substrate is a              variable.  Results and Discussion: The equations for the determination of k2 and k1 were rederived. Unlike previous findings, the intrinsic (reverse) first order rate, k2 and forward second order rate, k1 were larger than their apparent counterparts, but they were, however, very similar in magnitude. The intrinsic rate constants were much larger than previously reported values when the enzyme (E) total concentration [ET] was much less than substrate’s total concentration [ST]. The k1 and apparent forward second order rate (kf) values where [ET] is much less than [ST] were > where [ET] is less than [ST]. Therefore, the magnitude of the second order rate constant is a function of [ET]. The values of k1 and k2 where [ET] is much less than [ST] and vice-versa were respectively, 7.41 exp. (+6) L/mol. min and 81.34 exp. (+4) /min, and 15.76 exp. (+6) L/mol. min and 58.08 exp.(+4) /min. It was discovered that the probability (1/g) (or req(r))) that an enzyme is at a distance from the substrate with the possibility of mutual attraction is not constant.  Conclusion: If the intrinsic forward rate constant (k1) is not equal to diffusion limited rate (kD) of encounter, the k1 and k2 values could be larger than values where k1 is equal to kD. The probability (1/g) (or req(r)) that an enzyme is at a distance from the substrate with the possibility of mutual attraction has been discovered to be a variable constant dependent on the concentration of the reaction mixture components and the enzyme's affinity for the substrate, and vice versa. Future research may attempt to derive an equation for the determination of an intrinsic catalytic rate constant for the formation of a product.
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