Author :
Camarda, M. ; Baldo, S. ; Scalese, S. ; Ballo, A. ; Giustolisi, G. ; Romano, A. ; Di Raimondo, F. ; Pucci, M. ; Vicari, F. ; Minafra, L. ; Cammarata, F.P. ; Bravata, V. ; Forte, G.I. ; Russo, Giovanni ; Gilardi, M.C. ; La Magna, A.
Abstract :
Using a three dimensional coupled Monte Carlo-Poisson algorithm and experimental results we studied the role of the particle-particle dipole interaction on the kinetics of a system of human cells suspended in a static liquid medium under the action of an oscillating non-uniform electric field generated by polynomial electrodes. We found that the kinetics of the cells during negative/repulsive dielectrophoresis depends on the local distribution of particles. If the cells have generated long chains during positive/attractive dielectrophoresis, such chains can hinder subsequent detachment resulting in a reduction of the separation/manipulation efficiency of dielectrophoretic device. This effect can be avoided by proper design of the electrodes schema.
Keywords :
Monte Carlo methods; Poisson equation; biomedical electrodes; cellular biophysics; electrophoresis; 3D coupled Monte Carlo-Poisson algorithm; dielectrophoretic devices; human cell system kinetics; local particle distribution; negative-repulsive dielectrophoresis; oscillating nonuniform electric field; particle chain kinetics; particle-particle dipole interaction; polynomial electrodes; positive-attractive dielectrophoresis; separation-manipulation efficiency; static liquid medium; Abstracts; Dielectrophoresis; Electrodes; Monte Carlo methods; Radio frequency; Dielectrophoresis; cells; particle chains;