Combined Pressure-Driven Flow and

Combined Pressure-Driven Flow and Electroosmotic Flow... [Pg.193]

So far, all governing equations are presented. It can be seen that a closed mathematical model of the combined pressure-driven flow and electroosmotic flow in microfluidic channels should include the continuity equarirm, the Stokes equation, the Poisson equation, the Boltzmann distribution, and the Laplace equation. A set of the governing equations for such combined pressure-driven flow and electroosmotic flow can be rewritten in dimensional form as... [Pg.446]

Combined Pressure-Driven Flow and Electroosmotic Flow, Fig. 2 Schematic of a midochaimel with sudden change in cross section and zeta potential... [Pg.448]

Combined Pressure-Driven Flow and Electroosmotic Flow, Fig. 4 Simulation results of the time evolution of EOF velocity distributions due to finite reservoir size effects (a) r = 1 s, (b) r = 10 s, (c) r = 30 s, and (d) t = 100 s. The parameters used in computation are cross... [Pg.451]

Combined Pressure-driven Flow and Electroosmostic Flow... [Pg.253]

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