实验设计
过程(计算)
分式析因设计
开发(拓扑)
计算机科学
工作流程
析因实验
离散化
过程开发
变量(数学)
工艺工程
过程控制
过程变量
在制品
生化工程
控制(管理)
工业工程
统计过程控制
工作(物理)
阶乘
过程建模
可靠性工程
空格(标点符号)
工艺设计
控制变量
数学优化
剂型
统计分析
系统工程
作者
Kanishka M. Ghosh,Salvador García Muñoz
摘要
Abstract Design of experiments (DoE) has been used extensively for strategic experimentation and process development in the pharmaceutical industry. Conventional DoE approaches, while foundational, often require extensive resources and do not fully utilize existing system knowledge. In this work, we demonstrate the use of a continuous effort‐driven, discrete model‐based DoE approach that calculates multiple locally optimal experiments from discretized control variable ranges by leveraging existing process knowledge. This workflow enables efficient experimental space exploration and parallel experimentation, reducing development times and material costs significantly and elucidating input–output correlations that may not be obvious without prior knowledge of the process model. Our work establishes that traditional statistical DoE constructs are neither superior nor necessary in advancing process development when an initial process model (prior knowledge) is available. The regulatory expectation that a DoE must resemble a fractional factorial is misled and only driven by legacy practices of empirical process development approaches.
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