2021 Annual Meeting
(75b) Adaptive Strategies for Updating Unit Operation Models and in-Line Monitoring of Blend Uniformity in Continuous Pharmaceutical Manufacturing Process
Authors
The development and implementation of data-driven and hybrid models have a well-known challenge related to model maintenance. Since these models are typically trained based on historical data, they can only reflect the system for the range of process conditions, material properties, and environmental variables present at the time of model building9. However, shifts in the CPM process can happen over time due to changes such as environmental conditions, equipment wear and tear, lot-specific material properties, operating conditions, etc. These changes can happen suddenly, gradually, incrementally, or in a pattern10, impacting performance of unit operations and ultimately, the critical quality attributes (CQAs) of a product. It is noted that these changes are usually not captured in typical training datasets, leading to deteriorating model prediction accuracy10. Therefore, appropriate model maintenance strategies need to be established. For unit operation models that involve data-driven components, model maintenance can ensure accurate representation of the manufacturing process and allow dynamic system analyses. For PAT-based chemometric models, maintenance is important for the calibration models to be robust and transferable11,12, but traditional maintenance strategies are generally complex, costly, and time-consuming8,11,13. For example, depending on the diagnostics of a reduced model performance, more calibration data may need to be added, requiring additional experiments to be performed, consuming time and financial resources.
In this work, adaptive modeling strategies are developed and assessed, to serve as a model maintenance tool to cope with non-linear time-varying changes in process characteristics and/or operating conditions. The developed hybrid unit operation models for the continuous direct compaction (CDC) line4,14 are used as baseline models. Adaptive windowing15 and ensembled adaptive windowing15 are selected as adaptive algorithms to be embedded into the data-driven components of the base cases. In addition to using inputs at specific time points for prediction, these algorithms incorporate change detection mechanisms, which monitor the process data streams to identify any process changes. Given such information, the algorithms can then update the data-driven components of the models. The prediction performances of the resulting adaptive models are compared against the base models in cases involving changes in process conditions, material properties, and design parameters. In terms of the PAT-based chemometric models, performance of locally weighted PLS (LW-PLS)16, moving window15, and recursive PLS (RPLS)17 are evaluated in comparison to regular PLS for in-line monitoring of low dose blends in the feed frame of a tablet press using near infra-red (NIR) spectroscopy. Performance assessment involves a cross-prediction between datasets comprising of NIR spectra collected at different feed frame speeds with physical baseline differences in the NIR spectra. Cross-prediction can help to evaluate the effectiveness of adaptive methods to prevent the anticipated deterioration of prediction accuracy. Case studies involving time-varying process condition changes are also developed for comparison. The results of adaptive unit operation and chemometric models demonstrate a more accurate prediction performance in systems with changes in operating conditions. Using these adaptive modeling strategies, the models can be updated in real-time or periodically to enhance the predictability of CQAs throughout the process development and operation phases18.
References
(1) Yu LX, Akseli I, Allen B, et al. Advancing Product Quality: a Summary of the Second FDA/PQRI Conference. AAPS J. 2016;18(2):528-543.
(2) Yu LX, Kopcha M. The future of pharmaceutical quality and the path to get there. Int J Pharm. 2017;528(1-2):354-359.
(3) Boukouvala F, Niotis V, Ramachandran R, Muzzio FJ, Ierapetritou MG. An integrated approach for dynamic flowsheet modeling and sensitivity analysis of a continuous tablet manufacturing process. Comput Chem Eng. 2012;42:30-47.
(4) Wang Z, Escotet-Espinoza MS, Ierapetritou M. Process analysis and optimization of continuous pharmaceutical manufacturing using flowsheet models. Comput Chem Eng. 2017;107:77-91.
(5) Ierapetritou M, Muzzio F, Reklaitis G. Perspectives on the continuous manufacturing of powder-based pharmaceutical processes. AIChE Journal. 2016;62(6):1846-1862.
(6) Zendehboudi S, Rezaei N, Lohi A. Applications of hybrid models in chemical, petroleum, and energy systems: A systematic review. Applied Energy. 2018;228:2539-2566.
(7) von Stosch M, Oliveira R, Peres J, Feyo de Azevedo S. Hybrid semi-parametric modeling in process systems engineering: Past, present and future. Comput Chem Eng. 2014;60:86-101.
(8) Wise BM, Roginski RT. A Calibration Model Maintenance Roadmap. IFAC-PapersOnLine. 2015;48(8):260-265.
(9) Webb GI, Hyde R, Cao H, Nguyen HL, Petitjean F. Characterizing concept drift. Data Mining and Knowledge Discovery. 2016;30(4):964-994.
(10) Gama J, ŽliobaitÄ I, Bifet A, Pechenizkiy M, Bouchachia A. A survey on concept drift adaptation. ACM Computing Surveys. 2014;46(4):1-37.
(11) Zeaiter M, Roger JM, Bellon-Maurel V, Rutledge DN. Robustness of models developed by multivariate calibration. Part I. TrAC Trends in Analytical Chemistry. 2004;23(2):157-170.
(12) Besseling R, Damen M, Tran T, et al. An efficient, maintenance free and approved method for spectroscopic control and monitoring of blend uniformity: The moving F-test. J Pharm Biomed Anal. 2015;114:471-481.
(13) Zhong L, Gao L, Li L, Zang H. Trends-process analytical technology in solid oral dosage manufacturing. Eur J Pharm Biopharm. 2020;153:187-199.
(14) Chen Y, Ierapetritou M. A framework of hybrid model development with identification of plantâmodel mismatch. AIChE Journal. 2020.
(15) Kadlec P, GrbiÄ R, Gabrys B. Review of adaptation mechanisms for data-driven soft sensors. Comput Chem Eng. 2011;35(1):1-24.
(16) Hazama K, Kano M. Covariance-based locally weighted partial least squares for high-performance adaptive modeling. Chemometrics and Intelligent Laboratory Systems. 2015;146:55-62.
(17) Joe Qin S. Recursive PLS algorithms for adaptive data modeling. Comput Chem Eng. 1998;22(4-5):503-514.
(18) Gama J, Medas P, Castillo G, Rodrigues P. Learning with Drift Detection. 2004; Berlin, Heidelberg.