Author/Editor | Goličnik, Marko | |
Title | Alternative algebraic rate-integration approach for progress-curve analysis of enzyme kinetics | |
Type | članek | |
Source | Eng Life Sci | |
Vol. and No. | Letnik 12, št. 1 | |
Publication year | 2012 | |
Volume | str. 104-8 | |
Language | eng | |
Abstract | A recent article of Zavrel et al. in this journal [Eng. Life Sci. 2010, 10, 191-200] described a comparison of several computer programs for progress-curve analysis with respect to different computational approaches for parameter estimation. The authors applied both algebraic and dynamic parameter estimations, although they omitted time-course analysis through the integrated rate equation. Recently, it was demonstrated that progress-curve analysis through the integrated rate equation can be considered a simple and useful alternative for enzymes that obey the generalized Michaelis-Menten reaction mechanism. To complete this gap, the time-dependent solution of the generalized Michaelis-Menten equation is here fitted to the progress curves from the Zavrel et al. reference article. This alternative rate integration approach for determining the kinetics parameters of Michaelis-Menten-type enzymes yields the values with the greatest accuracy, as compared with the results obtained by other (algebraic or dynamic) parameter estimations. | |
Descriptors | ENZYME INDUCTION KINETICS NONLINEAR DYNAMICS ELLAGIC ACID NITROBENZOATES PHENYLACETATES PENICILLIN AMIDASE ESCHERICHIA COLI CATALYSIS HYDROLYSIS |