Electrophoretic migration of proteins in semidilute polymer solutions

Rapid detection and quantification of specific proteins by immunodepletion and microfluidic separation

Conventional immunoblotting techniques are labor intensive, time consuming and rely on the elution of target protein after depletion. Here we describe a new method for detection and quantification of proteins, independent of washing and elution. In this method, the target protein is first captured by immunodepletion with antibody-coated microbeads. In the second step, both the supernatant after immunodepletion and the untreated protein sample are directly analyzed by microfluidic electrophoresis without further processing. Subsequently, the detection and quantification are performed by comparing the electropherograms of these two samples. This method was tested using an Escherichia coli lysate with a FLAG-tagged protein and anti-FLAG magnetic beads. An incubation of as short as one min was sufficient for detectable depletion (66%) by microchip electrophoresis. Longer incubation (up to 60 min) resulted in more depletion of the target band (82%). Our results show that only 19% of the target is recovered after elution from the beads. By eliminating multiple wash and elution steps, our method is faster, less labor intensive, and highly reproducible. The target protein can still be easily identified even in the case of nonspecific binding at low concentrations. This work highlights the advantages of integrating immunodepletion techniques on a microfluidic platform.

DC electrokinetic particle transport in an L-shaped microchannel

Electrokinetic transport of particles through an L-shaped microchannel under DC electric fields is theoretically and experimentally investigated. The emphasis is placed on the direct current (DC) dielectrophoretic (DEP) effect arising from the interactions between the induced spatially nonuniform electric field around the corner and the dielectric particles. A transient multiphysics model is developed in an arbitrary Lagrangian-Eulerian (ALE) framework, which comprises the Navier-Stokes equations for the fluid flow and the Laplace equation for the electrical potential. The predictions of the DEP-induced particle trajectory shift in the L-shaped microchannel are in quantitative agreement with the obtained experimental results. Numerical studies also show that the DEP effect can alter the angular velocity and even the direction of the particle's rotation. Further parametric studies suggest that the L-shaped microfluidic channel may be utilized to focus and separate particles by size via the induced DEP effect.