Real-time monitoring and control of the load phase of a protein A capture step.

BIOTECHNOLOGY AND BIOENGINEERING(2017)

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摘要
The load phase in preparative Protein A capture steps is commonly not controlled in real-time. The load volume is generally based on an offline quantification of the monoclonal antibody (mAb) prior to loading and on a conservative column capacity determined by resin-life time studies. While this results in a reduced productivity in batch mode, the bottleneck of suitable real-time analytics has to be overcome in order to enable continuous mAb purification. In this study, Partial Least Squares Regression (PLS) modeling on UV/Vis absorption spectra was applied to quantify mAb in the effluent of a Protein A capture step during the load phase. A PLS model based on several breakthrough curves with variable mAb titers in the HCCF was successfully calibrated. The PLS model predicted the mAb concentrations in the effluent of a validation experiment with a root mean square error (RMSE) of 0.06mg/mL. The information was applied to automatically terminate the load phase, when a product breakthrough of 1.5mg/mL was reached. In a second part of the study, the sensitivity of the method was further increased by only considering small mAb concentrations in the calibration and by subtracting an impurity background signal. The resulting PLS model exhibited a RMSE of prediction of 0.01mg/mL and was successfully applied to terminate the load phase, when a product breakthrough of 0.15mg/mL was achieved. The proposed method has hence potential for the real-time monitoring and control of capture steps at large scale production. This might enhance the resin capacity utilization, eliminate time-consuming offline analytics, and contribute to the realization of continuous processing. Biotechnol. Bioeng. 2017;114: 368-373. (c) 2016 The Authors. Biotechnology and Bioengineering published by Wiley Periodicals, Inc.
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关键词
process analytical technology,capture step,Protein A chromatography,selective antibody quantification,partial least squares regression
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