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补料分批青霉素发酵的优化:一个带有状态约束的奇异最优控制的实例。

Optimization of fed-batch penicillin fermentation: a case of singular optimal control with state constraints.

机构信息

Department of Chemical Engineering, Rice University, Houston, Texas 77251, USA.

出版信息

Biotechnol Bioeng. 1989 Jun 5;34(1):72-8. doi: 10.1002/bit.260340110.

Abstract

The determination of the optimal feeding profile of a fed-batch fermentation requires the solution of a singular optimal control problem that is often complicated by constraints imposed on the state variables. Such constraints can be a maximum allowable biomass concentration beyond which oxygen transfer is severely limited or maximum substrate concentration to avoid side reactions. Due to these state constraints and the singular nature of the problem, complete solutions are especially hard to obtain and almost nonexistent in the literature. In this work the feed concentration is employed as the control variable in a solution approach that first determines the optimal reactor substrate concentration and subsequently solves for the feed concentration profile that results in the optimal reactor profile. Calculations for the fed-batch penicillin fermentation indicate sharp increases in productivity over frequently employed strategies.

摘要

确定分批补料发酵的最佳进料方案需要求解一个奇异最优控制问题,而该问题通常会受到状态变量上的约束条件的限制。这些约束条件可以是最大允许生物量浓度,超过该浓度后氧传递会受到严重限制,或者是最大基质浓度以避免副反应。由于这些状态约束和问题的奇异性质,完整的解决方案特别难以获得,在文献中几乎不存在。在这项工作中,进料浓度被用作一种解决方案中的控制变量,该解决方案首先确定最佳反应器基质浓度,然后求解导致最佳反应器曲线的进料浓度曲线。对于分批补料青霉素发酵的计算表明,与经常采用的策略相比,生产力有了显著提高。

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