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Robust Optimal Control of a Microbial Batch Culture Process

机译:微生物分批培养过程的鲁棒最优控制

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This paper considers the microbial batch culture process for producing 1,3-propanediol (1,3-PD) via glycerol fermentation. Our goal was to design an optimal control scheme for this process, with the aim of balancing two (perhaps competing) objectives: (i) the process should yield a sufficiently high concentration of 1,3-PD at the terminal time and (ii) the process should be robust with respect to changes in various uncertain system parameters. Accordingly, we pose an optimal control problem, in which both process yield and process sensitivity are considered in the objective function. The control variables in this problem are the terminal time of the batch culture process and the initial concentrations of biomass and glycerol in the batch reactor. By performing a time-scaling transformation and introducing an auxiliary dynamic system to calculate process sensitivity, we obtain an equivalent optimal control problem in standard form. We then develop a particle swarm optimization algorithm for solving this equivalent problem. Finally, we explore the trade-off between process efficiency and process robustness via numerical simulations.
机译:本文考虑了通过甘油发酵生产1,3-丙二醇(1,3-PD)的微生物分批培养方法。我们的目标是为此过程设计一个最优的控制方案,以平衡两个(可能是相互竞争的)目标:(i)该过程在最终时间应产生足够高的1,3-PD浓度;(ii)对于各种不确定的系统参数的变化,该过程应具有鲁棒性。因此,我们提出了一个最优控制问题,其中在目标函数中同时考虑了过程产量和过程敏感性。此问题中的控制变量是分批培养过程的终止时间以及分批反应器中生物质和甘油的初始浓度。通过执行时标转换并引入辅助动态系统来计算过程灵敏度,我们以标准形式获得了等效的最优控制问题。然后,我们开发了一种粒子群优化算法来解决这一等效问题。最后,我们通过数值模拟探索了过程效率与过程鲁棒性之间的权衡。

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