Biotechnology & Bioprocess Engineering, Ostwestfalen-Lippe University of Applied Sciences and Arts, Lemgo, Germany.
Novartis Technical Research & Development, Sandoz GmbH, Langkampfen, Austria.
Biotechnol Bioeng. 2019 Nov;116(11):2944-2959. doi: 10.1002/bit.27125. Epub 2019 Sep 2.
For production of biopharmaceuticals in suspension cell culture, seed trains are required to increase cell number from cell thawing up to production scale. Because cultivation conditions during the seed train have a significant impact on cell performance in production scale, seed train design, monitoring, and development of optimization strategies is important. This can be facilitated by model-assisted prediction methods, whereby the performance depends on the prediction accuracy, which can be improved by inclusion of prior process knowledge, especially when only few high-quality data is available, and description of inference uncertainty, providing, apart from a "best fit"-prediction, information about the probable deviation in form of a prediction interval. This contribution illustrates the application of Bayesian parameter estimation and Bayesian updating for seed train prediction to an industrial Chinese hamster ovarian cell culture process, coppled with a mechanistic model. It is shown in which way prior knowledge as well as input uncertainty (e.g., concerning measurements) can be included and be propagated to predictive uncertainty. The impact of available information on prediction accuracy was investigated. It has been shown that through integration of new data by the Bayesian updating method, process variability (i.e., batch-to-batch) could be considered. The implementation was realized using a Markov chain Monte Carlo method.
对于悬浮细胞培养中的生物制药生产,需要种子批来增加细胞数量,从细胞解冻到生产规模。由于种子批培养条件对生产规模下的细胞性能有重大影响,因此种子批设计、监测和优化策略的开发非常重要。这可以通过模型辅助预测方法来实现,其中性能取决于预测准确性,可以通过包含先前的过程知识来提高,特别是当只有很少的高质量数据可用时,并描述推理不确定性,除了“最佳拟合”预测外,还提供关于可能偏差的信息,形式为预测区间。本贡献说明了贝叶斯参数估计和贝叶斯更新在种子批预测中的应用,用于与机械模型耦合的工业中国仓鼠卵巢细胞培养过程。展示了如何包含先验知识和输入不确定性(例如,关于测量),并将其传播到预测不确定性中。还调查了可用信息对预测准确性的影响。已经表明,通过贝叶斯更新方法集成新数据,可以考虑过程变异性(即批间差异)。该实现使用了马尔可夫链蒙特卡罗方法。