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Improved calibration investigation using phase-wise local and cumulative quality interpretation and prediction

机译:使用分阶段的局部和累积质量解释和预测来改进校准研究

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摘要

In the present work, a multiphase calibration modeling and statistical analysis strategy is developed for the improvement of process understanding and quality prediction. Having realized the phase-wise local and cumulative effects on quality interpretation and prediction, the major task lies in how to qualify and quantify them among multiple phases. The proposed scheme is presented on two different levels: On the first level, phase-specific variable selection and O2-PLS are designed focusing on revealing the local effects of individual phases on quality variations, e.g. within the current phase, which part of process variations are responsible for quality variations and which quality variations are dominated. Moreover, bootstrapping technique is employed during the procedure of variable selection and O2-PLS, which can enhance the reliability and robustness of calibration analysis. On the second level, conventional PLS is used to model the quantitative relationship between multiple phases and the final qualities so that the cumulative effects on quality variations are apprehended by additively stacking the local contributions of various phases. The proposed strategy highlights such an idea that in real multiphase processes, each phase may only explain one part of quality variations and the final qualities can only be additively and jointly defined by multiple phases. A benchmark simulation of fed-batch penicillin fermentation production is considered and put into illustration, which demonstrates the efficiency of the proposed algorithm for better process understanding and quality interpretation in multiphase processes.
机译:在目前的工作中,开发了一种多相校准建模和统计分析策略,以提高对过程的理解和质量预测。在认识到质量解释和预测的阶段性局部和累积影响之后,主要任务在于如何在多个阶段中对它们进行鉴定和量化。所提出的方案在两个不同的层次上提出:在第一层次上,特定于阶段的变量选择和O2-PLS的设计重点在于揭示各个阶段对质量变化的局部影响,例如:在当前阶段内,过程变化的哪一部分负责质量变化,哪些质量变化占主导。此外,在变量选择和O2-PLS过程中采用了自举技术,可以提高校准分析的可靠性和鲁棒性。在第二层上,使用常规的PLS来建模多个阶段与最终质量之间的定量关系,以便通过累加叠加各个阶段的局部贡​​献来理解对质量变化的累积影响。所提出的策略强调了这样一种思想,即在实际的多阶段过程中,每个阶段只能解释一部分质量变化,而最终质量只能由多个阶段相加定义。考虑并进行了批次补料青霉素发酵生产的基准模拟,并进行了说明,这证明了所提算法在多阶段过程中更好地理解过程和进行质量解释的效率。

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