Chen Wei-Dong, Dong Xiao-Yan, Sun Yan
Department of Biochemical Engineering, School of Chemical Engineering and Technology, Tianjin University, Tianjin 300072, China.
J Chromatogr A. 2002 Jul 12;962(1-2):29-40. doi: 10.1016/s0021-9673(02)00466-1.
The ion-exchange adsorption kinetics of bovine serum albumin (BSA) and gamma-globulin to an anion exchanger, DEAE Spherodex M, has been studied by batch adsorption experiments. Various diffusion models, that is, pore diffusion, surface diffusion, homogeneous diffusion and parallel diffusion models, are analyzed for their suitabilities to depict the adsorption kinetics. Protein diffusivities are estimated by matching the models with the experimental data. The dependence of the diffusivities on initial protein concentration is observed and discussed. The adsorption isotherm of BSA is nearly rectangular, so there is little surface diffusion. As a result, the surface and homogeneous diffusion models do not fit to the kinetic data of BSA adsorption. The adsorption isotherm of gamma-globulin is less favorable, and the surface diffusion contributes greatly to the mass transport. Consequently, both the surface and homogeneous diffusion models fit to the kinetic data of gamma-globulin well. The adsorption kinetics of BSA and gamma-globulin can be very well fitted by parallel diffusion model, because the model reflects correctly the intraparticle mass transfer mechanism. In addition, for both the favorably bound proteins, the pore diffusion model fits the adsorption kinetics reasonably well. The results here indicate that the pore diffusion model can be used as a good approximate to depict protein adsorption kinetics for protein adsorption systems from rectangular to linear isotherms.
通过间歇吸附实验研究了牛血清白蛋白(BSA)和γ-球蛋白在阴离子交换剂DEAE Spherodex M上的离子交换吸附动力学。分析了各种扩散模型,即孔扩散、表面扩散、均相扩散和平行扩散模型,以确定它们描述吸附动力学的适用性。通过将模型与实验数据匹配来估计蛋白质扩散系数。观察并讨论了扩散系数对初始蛋白质浓度的依赖性。BSA的吸附等温线近似为矩形,因此表面扩散几乎不存在。结果,表面扩散模型和均相扩散模型均不适合BSA吸附的动力学数据。γ-球蛋白的吸附等温线不太有利,表面扩散对传质有很大贡献。因此,表面扩散模型和均相扩散模型均能很好地拟合γ-球蛋白的动力学数据。BSA和γ-球蛋白的吸附动力学可以很好地用平行扩散模型拟合,因为该模型正确反映了颗粒内的传质机制。此外,对于两种结合良好的蛋白质,孔扩散模型也能较好地拟合吸附动力学。此处结果表明,对于从矩形等温线到线性等温线的蛋白质吸附系统,孔扩散模型可以作为描述蛋白质吸附动力学的良好近似。