Bezerra Rui M F, Dias Albino A, Fraga Irene, Pereira António Nazaré
CETAV, Departmento de Engenharia Biológica e Ambiental, Universidade de Trás-os-Montes e Alto Duoro, Apartado 1013, 5001-801, Vila Real, Portugal.
Departmento de Indústrias Alimentares, Universidade de Trás-os-Montes e Alto Douro, Apartado 1013, 5001-801, Vila Real, Portugal.
Appl Biochem Biotechnol. 2006 Jul;134(1):27-38. doi: 10.1385/ABAB:134:1:27. Epub 2018 Jan 10.
The integrated forms of the Michaelis-Menten equation assuming variable substrate (depletion) or constant substrate concentration were used to study the effect of the simultaneous presence of two exoglucanase Cel7A inhibitors (cellobiose and ethanol) on the kinetics of cellulose hydrolysis. The kinetic parameters obtained, assuming constant substrate (K =21 mM, K =0.035 mM; K =1.5×10mM; k=12 h) or assuming variable substrate (K =16 mM, K =0.037 mM; K =5.8×10 mM; k=9 h), showed a good similarity between these two alternative methodologies and pointed out that bothethanol and cellobiose are competitive inhibitors. Nevertheless, ethanol is a very weak inhibitor, as shown by the large value estimated for the kinetic constant K . In addition, assuming different concentrations of initial accessible substrate present in the reaction, both inhibition and velocity constants are at the same order of magnitude, which is consistent with the obtained values. The possibility of using this kind of methodology to determine kinetic constants in general kinetic studies is discussed, and several integrated equations of different Michaelis-Menten kinetic models are presented. Also examined is the possibility of determining inhibition constants without knowledge of the true accessible substrate concentration.
采用米氏方程的积分形式(假设底物可变(消耗)或底物浓度恒定)来研究两种外切葡聚糖酶Cel7A抑制剂(纤维二糖和乙醇)同时存在对纤维素水解动力学的影响。在假设底物恒定(K = 21 mM,K = 0.035 mM;K = 1.5×10 mM;k = 12 h)或假设底物可变(K = 16 mM,K = 0.037 mM;K = 5.8×10 mM;k = 9 h)的情况下获得的动力学参数表明,这两种替代方法之间具有良好的相似性,并指出乙醇和纤维二糖都是竞争性抑制剂。然而,乙醇是一种非常弱的抑制剂,这从动力学常数K的估计值较大可以看出。此外,假设反应中存在不同浓度的初始可及底物,抑制常数和速度常数处于相同的数量级,这与所获得的值一致。讨论了在一般动力学研究中使用这种方法确定动力学常数的可能性,并给出了不同米氏动力学模型的几个积分方程。还研究了在不知道真实可及底物浓度的情况下确定抑制常数的可能性。