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Gleb Zilberstein

Publications and source records attributed to Gleb Zilberstein.

2 recordsLinked to original sources

Parallel isoelectric focusing chip.

Fast isoelectric focusing (IEF) is becoming a key method in modern protein analysis. We report here the theory and experimental results of new parallel isoelectric devices (PID) for fast IEF. The main separation tool of any PID is a dielectric membrane with conducting channels filled by immobiline gels of varying pH. The pH value of the surrounding aqueous solution is not equal to the pH of any of the channels. The membrane is held perpendicular to the applied electric field. Proteins are collected (trapped) in the channels whose pH values are equal to the pI of the proteins. The fast particle transport between different channels takes place due to convection in the aqueous solution. We developed a mathematical model for PID. Experiment duration is shown to be proportional to the number of different bands N (the peak capacity in standard IEF) in contrast with N(2) for usual IEF devices. This model was validated with experimental results. Parallel IEF accelerates the fractionation of proteins by their pI values (down to several minutes) allowing a more desirable collection efficiency to be achieved. The main theoretical limitation of PID resolution is the sensitivity of proteins to pH change due to the Coulomb blockade effect. The existence of a minimal pH change deltapH(min) for each type of protein is shown: deltapH(min) approximately r(-1) for globular molecules with radius r.

Electrochemistry↗

Nonlinear electrophoresis of point-like particles--is it possible?

A new universal method for the generation of nonlinear electrophoretic mobility of a packet of any particles is suggested. The method is based on the investigation of particle packet dynamics under the influence of an external force. The system under consideration is a homogeneous and isotropic medium with traps for these particles. Packet dynamics is described by a linear diffusion equation. The measured packet parameters are the position and the velocity of a packet maximum. It is shown that these parameters are nonlinear in the external field under definite limitations on the trap properties. This statement is proved both theoretically and experimentally for the simple model of diffusive substrate, the so-called comb structure. The prospects of designing new supporting substrates (microfluidic systems) with a nonlinear response are discussed.

Diffusion↗