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大肠杆菌中过表达的两种 D-果糖-6-磷酸醛缩酶变体催化的醛醇加成的数学模型。

Mathematical model for aldol addition catalyzed by two D-fructose-6-phosphate aldolases variants overexpressed in E. coli.

机构信息

Faculty of Chemical Engineering and Technology, University of Zagreb, Savska c. 16, HR-10000 Zagreb, Croatia.

出版信息

J Biotechnol. 2013 Sep 10;167(3):191-200. doi: 10.1016/j.jbiotec.2013.07.008. Epub 2013 Jul 19.

Abstract

Two D-fructose-6-phosphate aldolase variants namely, single variant FSA A129S and double variant FSA A129S/A165G, were used as catalysts in the aldol addition of dihydroxyacetone (DHA) to N-Cbz-3-aminopropanal. Mathematical model for reaction catalyzed by both enzymes, consisting of kinetic and mass balance equations, was developed. Kinetic parameters were estimated from the experimental data gathered by using the initial reaction rate method. The model was validated in the batch and continuously operated ultrafiltration membrane reactor (UFMR). The same type of kinetic model could be applied for both enzymes. The operational stability of the aldolases was assessed by measuring enzyme activity during the experiments. FSA A129S/A165G had better operational stability in the batch reactor (half-life time 26.7 h) in comparison to FSA A129S (half-life time 5.78 h). Both variants were unstable in the continuously operated UFMR in which half-life times were 1.99 and 3.64 h for FSA A129S and FSA A129S/A165G, respectively.

摘要

两种 D-果糖-6-磷酸醛缩酶变体,即单一变体 FSA A129S 和双变体 FSA A129S/A165G,被用作二羟丙酮(DHA)与 N-Cbz-3-氨基丙醛的醛醇加成反应的催化剂。建立了由动力学和质量平衡方程组成的两种酶催化反应的数学模型。通过使用初始反应速率法从实验数据中估算了动力学参数。该模型在分批和连续操作的超滤膜反应器(UFMR)中得到了验证。相同类型的动力学模型可适用于两种酶。通过在实验过程中测量酶活性来评估醛缩酶的操作稳定性。与 FSA A129S(半衰期 5.78 小时)相比,FSA A129S/A165G 在分批式反应器中具有更好的操作稳定性(半衰期 26.7 小时)。在连续操作的 UFMR 中,两种变体均不稳定,FSA A129S 和 FSA A129S/A165G 的半衰期分别为 1.99 小时和 3.64 小时。

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