在生物制药生产中实现多变量可接受范围的硅内方法

Marco Kunzelmann, Judith Thoma, Sabrina Laibacher, Joey M. Studts, Beate Presser, Julia Spitz
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引用次数: 0

摘要

工艺参数之间的多变量相互作用会严重影响生物制药生产过程中的产品质量和工艺性能。因此,应识别并适当控制多变量相互作用。本文介绍了一种用于确定多变量可接受范围的硅内法;这些范围有助于说明多个输入变量对产品质量和工艺性能的综合影响。此外,本文还包括一个单克隆抗体抛光应用的案例研究。通过每次只改变一个输入参数,同时保持所有其他参数不变的方法来设定经过验证的可接受范围,以了解工艺变异性对产品质量或工艺性能的影响,但不评估协同变量的影响。在多变量可接受范围内,单元操作的任何输入参数组合都能产生理想的产品质量和工艺性能。本文采用的分层方法以风险评估和统计模型为基础,充分利用先前的知识和现有数据。风险评估针对一个生产设施,但适用于同一设施生产的多种产品。与单变量数据评估相比,在使用实验设计方法进行开发和工艺特征描述时,无需进行额外的湿实验室实验来建立统计模型。已确定的多元可接受范围证明了修订正常操作范围以确保工艺控制的合理性。此外,多变量可接受范围的确定增加了整体工艺知识,最终有助于实施更有效的控制策略。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An in-silico approach towards multivariate acceptable ranges in biopharmaceutical manufacturing
Multivariate interactions between process parameters can heavily impact product quality and process performance in biopharmaceutical manufacturing processes. Thus, multivariate interactions should be identified and appropriately controlled. This article describes an in-silico approach to establish multivariate acceptable ranges; these ranges help to illustrate the combined impact of multiple input variables on product quality and process performance. Additionally, this article includes a case study for a monoclonal antibody polishing application. Proven acceptable ranges are set by changing only one input parameter at a time while keeping all others constant to understand the impact of process variability on product quality or process performance, but the impact of synergistic variables are not evaluated. Within multivariate acceptable ranges, any combination of input parameters of a unit operation yields the desired product quality and process performance. The layered approach applied in this article is based on risk assessment and statistical models to leverage prior knowledge and existing data. The risk assessment is specific for a manufacturing facility but is applicable to multiple products manufactured in the same facility. No additional wet-lab experiments are required for building the statistical models when development and process characterization are executed using a design of experiments approach, compared to a univariate evaluation of data. The established multivariate acceptable range justifies revised normal operating ranges to ensure process control. Further, the determination of multivariate acceptable ranges adds to overall process knowledge, ultimately supporting the implementation of a more effective control strategy.
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