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J Design Space Calculation by In Silico Robustness Simulation with Modeling Error Propagation in QbD Framework of RP-HPLC Method Development

机译:在RP-HPLC方法开发的QbD框架中通过建模误差传播的Insilico鲁棒性仿真计算J设计空间

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摘要

Robustness of chromatographic methods is a key element in method validation that should be ensured within the method development stage. Several approaches in the literature were proposed to incorporate robustness in design space mapping for quality by design compliant HPLC method development. However, these approaches were far from the robustness definition within ICH Q2(R1). The current work proposed and evaluated an alternative approach for design space representation as the probability to pass an improved in silico robustness test that complies with ICH Q2(R1) robustness definition. This proposed procedure test was performed as a full factorial design of simulated deliberate shifts in each method variable for each predicted point in knowledge space with propagation of peak location error into predicted retention times. This approach was applied on the optimization of the separation of a test mixture of six compounds as a function of three experimental variables: gradient time, pH and ternary solvent ratio and two calculated parameters; initial organic solvent composition and instrument dwell volume. Design space was calculated as zones exceeding a threshold probability to pass the simulated robustness testing. The proposed approach of robustness simulation had advantages upon comparison with other approaches of design space calculation with respect to ensuring robustness of calculated zones. The proposed approach had the value of providing design spaces that represent more confidence of predicted method robustness as compared with other approaches described in this field.
机译:色谱方法的稳健性是方法验证中的关键要素,应在方法开发阶段内予以确保。在文献中提出了几种方法,以通过符合设计要求的HPLC方法开发,将鲁棒性纳入设计空间映射中,以确保质量。但是,这些方法远非ICH Q2(R1)中的鲁棒性定义。当前的工作提出并评估了一种替代的设计空间表示方法,即通过符合ICH Q2(R1)鲁棒性定义的改进的计算机鲁棒性测试的可能性。拟议的过程测试是对知识空间中每个预测点的每个方法变量的模拟故意移动进行全因子设计,并将峰位置误差传播到预测保留时间中。该方法用于优化六个化合物的测试混合物的分离,这是三个实验变量的函数:梯度时间,pH和三元溶剂比以及两个计算参数;初始有机溶剂组成和仪器驻留体积。设计空间被计算为超过阈值概率的区域,以通过模拟的稳健性测试。相对于设计空间计算的其他方法,所提出的鲁棒性仿真方法在确保计算区域的鲁棒性方面具有优势。与本领域中描述的其他方法相比,所提出的方法具有提供设计空间的价值,这些设计空间代表了预测方法鲁棒性的更多置信度。

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