DAILY PAPER REVIEW

0518_Modeling adsorption of colloids and proteins

 

 

Title: Modeling adsorption of colloids and proteins

 

Journal: Current Opinion in colloid & Interface Science

Authors: Zbignniew Adamczyk

 

Institute: J. Haber Institute of Catalysis and Surface Chemistry, Polish Academy of Science, Cracow, 30-239 ul. Niezapominajek 8, Poland

 

The original and creativity of paper: The purpose of this study is to review the adsorption between particle and protein at the various interfaces.

 

Summary:

-          The kinetic of particle and protein adsorption can be quantitatively analyzed when we know jamming coverage and the blocking functions. The analysis can be done by using the various phenomenological approach based on the continuity (mass-balance) equations.

-          The mentioned phenomenological explanations include the formulation of the constitutive equation which describes the flux of the particles at the edge of the adsorption layer. The equation is as follows;

 

           Please have a look the equation in the attached    (1)

 

where  is the net adsorption/desorption flux

            t is the adsorption time

             is the generalized blocking function

             and  are the adsorption and desorption constant, respectively

             is the concentration of particles at the adsorption boundary layer of the thickness

 

-          The kinetic adsorption and desorption which appeared in the equation (1) can be revealed as the physical parameters characterizing, for example particle diffusion coefficient and the specific energy distribution.

-          The equation has the limitations. This equation is nonlinear that coupled with the bulk transport. So it needs to solve with specific solutions. Also, when the concentration of the particle remains in a local equilibrium with the surface coverage; the relaxation time of the bulk transport is much longer than the characteristic time of the surface coverage variation. Therefore, the constitutive expression for the adsorption flux becomes;

                                  Please have a look the equation in the attached file  (2)

 

where K =  is the dimensionless coupling constants

  is the dimensionless desorption constant

 is the bulk transfer constant

 

Application: This study provided the meaningful literature about adsorption kinetic which is very useful for understanding the mechanism of fouling adsorption.

 

By Monruedee Moonkhum

Email: moon@gist.ac.kr

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