Gąszczak Agnieszka, Szczyrba Elżbieta, Szczotka Anna, Greń Izabela
Institute of Chemical Engineering, Polish Academy of Sciences, ul. Bałtycka 5, 44-100 Gliwice, Poland.
Faculty of Natural Sciences, Institute of Biology, Biotechnology and Environmental Protection, University of Silesia in Katowice, ul. Jagiellońska 28, 40-032 Katowice, Poland.
Materials (Basel). 2021 Oct 14;14(20):6058. doi: 10.3390/ma14206058.
This study focuses on the phenol biodegradation kinetics by KB2 in a nickel-contaminated medium. Initial tests proved that a nickel concentration of 33.3 mg·L caused a cessation of bacterial growth. The experiments were conducted in a batch bioreactor in several series: without nickel, at constant nickel concentration and at varying metal concentrations (1.67-13.33 g·m). For a constant Ni concentration (1.67 or 3.33 g·m), a comparable bacterial growth rate was obtained regardless of the initial phenol concentration (50-300 g·m). The dependence = f () at constant Ni concentration was very well described by the Monod equations. The created varying nickel concentrations experimental database was used to estimate the parameters of selected mathematical models, and the analysis included different methods of determining metal inhibition constant . Each model showed a very good fit with the experimental data (R values were higher than 0.9). The best agreement (R = 0.995) was achieved using a modified Andrews equation, which considers the metal influence and substrate inhibition. Therefore, kinetic equation parameters were estimated: = 1.584 h, = 185.367 g·m, = 106.137 g·m, = 1.249 g·m and = 1.0706.
本研究聚焦于KB2在镍污染介质中对苯酚的生物降解动力学。初步测试证明,镍浓度为33.3 mg·L时会导致细菌生长停止。实验在间歇式生物反应器中进行了几个系列:无镍、恒定镍浓度以及不同金属浓度(1.67 - 13.33 g·m)。对于恒定的镍浓度(1.67或3.33 g·m),无论初始苯酚浓度(50 - 300 g·m)如何,均可获得相当的细菌生长速率。在恒定镍浓度下, = f () 的关系可用莫诺德方程很好地描述。利用创建的不同镍浓度实验数据库来估计所选数学模型的参数,分析包括确定金属抑制常数的不同方法。每个模型与实验数据的拟合度都非常好(R值高于0.9)。使用考虑了金属影响和底物抑制的修正安德鲁斯方程取得了最佳拟合效果(R = 0.995)。因此,估计了动力学方程参数: = 1.584 h, = 185.367 g·m, = 106.137 g·m, = 1.249 g·m以及 = 1.0706。