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Multi-model approach based on parametric sensitivities - A heuristic approximation for dynamic optimization of semi-batch processes with parametric uncertainties

机译:基于参数敏感性的多模型方法-具有参数不确定性的半间歇过程动态优化的启发式近似

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摘要

Optimal processes often exhibit active path constraints. Parametric uncertainties in the process model might thus lead to constraint violations. A heuristic approach is presented to overcome this challenge. The nominal model is optimized with additional path constraints due to worst-case models. A heuristic method of choosing these models is proposed based on sensitivities of the constraints with respect to the uncertain parameters. The presented approximation does not guarantee robust feasibility, but path constraint violations are less likely to occur compared to the optimization using the nominal model solely. Two case studies are presented: a complex emulsion copolymerization process (DAE with 139 equations) and the penicillin formation (four differential equations and two algebraic equations). The results of both case studies show that, in contrast to the optimization in the nominal case, the multi-model approach does not violate the path constraints for different scenarios of the parametric uncertainty set.
机译:最佳过程通常表现出主动路径约束。过程模型中的参数不确定性可能因此导致违反约束。提出了一种启发式方法来克服这一挑战。由于最坏情况的模型,标称模型已通过其他路径约束进行了优化。基于约束对不确定参数的敏感性,提出了一种选择这些模型的启发式方法。提出的近似值不能保证鲁棒的可行性,但是与仅使用名义模型进行的优化相比,违反路径约束的可能性较小。提出了两个案例研究:复杂的乳液共聚过程(DAE带有139个方程式)和青霉素的形成(四个微分方程式和两个代数方程式)。两种案例研究的结果表明,与标称案例中的优化相比,多模型方法没有违反参数不确定性集合不同场景的路径约束。

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