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Corynebacterium glutamicum - JUWEL - Forschungszentrum Jülich

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2. Theory<br />

designed using a parameter estimation criterion (Chen and Asprey, 2003; Froment, 1975;<br />

Montepiedra and Yeh, 1998).<br />

However, also some suggestions were made to use one criterion for the dual problem<br />

(Fedorov and Khabarov, 1986; Ford et al., 1989; Froment, 1975). Although they will not<br />

be explained in detail here, some are mentioned shortly. For instance, Hill et al. (1968)<br />

used a weighted combination of both criteria. Borth (1975) later published an entropy<br />

criterion adapted from the model discriminating criterion from Box and Hill. Spezzaferri<br />

(1988) used a multiplicative combination of two criteria and Pronzato (2000) suggested<br />

the use of a penalty function for poor parameter estimation in a model discriminating<br />

design criterion.<br />

2.6. Optimization of Bioprocesses<br />

Bioprocesses are optimized at different stages: strain development, development of<br />

the production process and optimization of the industrial plant, which are, however,<br />

closely interconnected (Roubos, 2002). Optimal process conditions, for instance, depend<br />

strongly on the used strain.<br />

Using modern genetic techniques, strain improvement and improvement of process<br />

conditions and the medium are more and more parallel processes. In the current work,<br />

however, the used strain, the type of bioreactor and to a large extent also the used media<br />

are assumed to be selected already. Nevertheless, suggestions for strain improvement<br />

may very well come from identification of limitations during improvement of the process<br />

conditions or the medium using the techniques presented in the current work.<br />

In order to optimize a process, first a performance function is needed. In industrial<br />

processes, this can be a rather complex function depending on many interconnected<br />

steps in the process (Yuan et al., 1997). Optimization of the biological reactions is<br />

usually of high importance. The overall yield of product on substrate, the total volumetric<br />

productivity, the purity of the product or the quality of a complex product<br />

are some of the common criteria to be optimized with respect to the biological process<br />

(Heinzle and Saner, 1991).<br />

Two strategies of process optimization can be distinguished: model based optimization<br />

and empirical optimization. In the latter case, search techniques such as simplex<br />

methods, gradient searches, or genetic algorithms can be used with sequential experiments<br />

in order to improve the process. For instance, WeusterBotz et al. (1997) have<br />

used a genetic algorithm to optimize the trace element composition for cultivation of<br />

a <strong>Corynebacterium</strong> <strong>glutamicum</strong> strain. The review by Schügerl (2001) contains other<br />

examples of the use of empirical optimization strategies for optimization of bioprocesses.<br />

For more complex processes with many control parameters, as is usually the case for<br />

optimization of trajectories in fed-batch processes, such search techniques may prove<br />

to get very laborious and converge slowly. When a proper process model is available,<br />

40

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