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首页> 外文期刊>Journal of Biotechnology >Bifurcational and dynamical analysis of a continuous biofilm reactor.
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Bifurcational and dynamical analysis of a continuous biofilm reactor.

机译:连续生物膜反应器的分叉和动力学分析。

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摘要

A dynamical model of a continuous biofilm reactor is presented. The reactor consists of a three-phase internal loop airlift operated continuously with respect to the liquid and gaseous phases, and batchwise with respect to the immobilized cells. The model has been applied to the conversion of phenol by means of immobilized cells of Pseudomonas sp. OX1 whose metabolic activity was previously characterized (Viggiani, A., Olivieri, G., Siani, L., Di Donato, A., Marzocchella, A., Salatino, P., Barbieri, P., Galli, E., 2006. An airlift biofilm reactor for the biodegradation of phenol by Pseudomonas stutzeri OX1. Journal of Biotechnology 123, 464-477). The model embodies the key processes relevant to the reactor performance, with a particular emphasis on the role of biofilm detachment promoted by the fluidized state. Results indicate that a finite loading of free cells establishes even under operating conditions that would promote wash out of the suspended biophase. The co-operative/competitive effects of free cells and immobilized biofilm result in rich bifurcational patterns of the steady state solutions of the governing equations, which have been investigated in the phase plane of the process parameters. Direct simulation under selected operating conditions confirms the importance of the dynamical equilibrium establishing between the immobilized and the suspended biophase and highlights the effect of the initial value of the biofilm loading on the dynamical pattern.
机译:提出了一个连续的生物膜反应器的动力学模型。该反应器由一个三相内环空运组成,该空运相对于液相和气相连续运行,并且相对于固定的池分批运行。该模型已通过假单胞菌sp。固定化细胞应用于苯酚的转化。以前表征代谢活性的OX1(Viggiani,A.,Olivieri,G.,Siani,L.,Di Donato,A.,Marzocchella,A.,Salatino,P.,Barbieri,P.,Galli,E.,2006 。用于斯图氏假单胞菌OX1生物降解苯酚的空运生物膜反应器(生物技术杂志123,464-477)。该模型体现了与反应器性能相关的关键过程,特别强调了流态促进生物膜分离的作用。结果表明,即使在会促进从悬浮生物相中洗出的操作条件下,游离细胞的有限负载也会建立。游离细胞和固定化生物膜的协同/竞争作用导致控制方程稳态解的丰富分叉模式,已在过程参数的相平面中进行了研究。在选定的操作条件下进行的直接仿真确认了固定和悬浮生物相之间建立动态平衡的重要性,并强调了生物膜负载初始值对动力学模式的影响。

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