Boi Cristiana, Dimartino Simone, Sarti Giulio C
DICMA, Università di Bologna, viale Risorgimento 2, 40136 Bologna, Italy.
J Chromatogr A. 2007 Aug 24;1162(1):24-33. doi: 10.1016/j.chroma.2007.02.008. Epub 2007 Feb 12.
A mathematical model for the adsorption of biomolecules on affinity membranes is presented. The model considers convection, diffusion and adsorption kinetics on the membrane module as well as the influence of dead end volumes and lag times; an analysis of flow distribution on the whole system is also included. The parameters used in the simulations were obtained from equilibrium and dynamic experimental data measured for the adsorption of human IgG on A2P-Sartoepoxy affinity membranes. The identification of a bi-Langmuir kinetic mechanisms for the experimental system investigated was paramount for a correct process description and the simulated breakthrough curves were in good agreement with the experimental data. The proposed model provides a new insight into the phenomena involved in the adsorption on affinity membranes and it is a valuable tool to assess the use of membrane adsorbers in large scale processes.
提出了一种生物分子在亲和膜上吸附的数学模型。该模型考虑了膜组件上的对流、扩散和吸附动力学,以及死端体积和滞后时间的影响;还包括对整个系统中流动分布的分析。模拟中使用的参数来自于对人免疫球蛋白在A2P - Sartopore环氧亲和膜上吸附所测量的平衡和动态实验数据。对于所研究的实验系统,确定双朗缪尔动力学机制对于正确描述过程至关重要,并且模拟的穿透曲线与实验数据吻合良好。所提出的模型为亲和膜吸附过程中涉及的现象提供了新的见解,并且是评估膜吸附器在大规模过程中应用的有价值工具。