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Separation of proteins by ion-exchange chromatography using gradient elution
Authors:Prof Dr Eng S Furusaki  E Haruguchi  Dr Agr T Nozawa
Institution:(1) Department of Chemical Engineering, University of Tokyo, Hongo, Bunkyo-ku, 113 Tokyo, Japan
Abstract:Chromatographic separation of proteins by the gradient elution method using DEAE Toyopearl 650® was carried through. The concentration gradient was effected by changing the ionic strength of NaCl in the carrier buffer solution. Bovine serum albumin and hemoglobin were used as model proteins for separation. The experimental chromatogram was compared with theoretical results of Yamamoto et al. 1, 2]. Adsorption equilibria of the proteins onto the carrier were measured and expressed by a function of the ionic strength. The retention volume and peak width of the resulting chromatogram can be calculated from the equilibrium data using the Yamamoto theory. The calculated results agreed well with the experimental data.The method presented in this paper will be useful to predict the viability of ion-exchange chromatography in protein separation.List of Symbols c kg m–3 concentration in the liquid phase - c s kg m–3 concentration in the solid phase - D s m2 s–1 intraparticle diffusivity - d p m particle diameter - E z m2 s–1 longitudinal diffusivity of the protein - E z I m2 s–1 longitudinal diffusivity of ionic strength - H epsiv/(1 – epsiv) - I kmol m–3 ionic strength - I O kmol m–3 initial ionic strength - I p kmol m–3 ionic strength at the peak - I s kmol m–3 ionic strength in the solid phase - DeltaI/DeltaV mol (dm3)–2 slope of the ionic gradient elution - m distribution coefficient - m infin distribution coefficient at I rarr infin - m I distribution coefficient for ionic strength - Q cm3s–1 flow rate - R m particle radius - R s degree of separation - r m radial position inside particles - t s time - u m s–1 linear velocity - V cm3 eluted volume of liquid - V p cm3 eluted volume of liquid at the peak - V T cm3 volume of the packed bed - W cm3 peak width - Z m bed height - z m vertical position in the bed - z p m peak position from the inlet of the bed - delta(t) delta input at time - epsiv void fraction - mgr 1 s first moment - mgr 2prime s2 second central moment - tau s superficial space time
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