Pressure-Driven Single Phase Liquid Flows

Details about these balance equations can be found in the sections on Viscous Dissipation and Pressure-Driven Single-Phase Liquid Flows. ... [Pg.492]

Pressure-Driven Single-Phase Liquid Flows... [Pg.513]

The boundary conditions that have to be used together with Eq. 3 can be found in pressure-driven single-phase liquid flow and in pressure-driven single-phase gas flows for the momentum... [Pg.1026]

Let us consider a microtube with a fixed internal diameter Z) the length of the microtube (L) is equal to 2,000 times the internal diameter. Water flows through the microtube by means of an imposed pressure difference between the ends of the microtube. The water flow rate through the microtube increases with the imposed pressure difference. If the maximum value of the imposed pressure difference is fixed to 200 bar, one can calculate the maximum value of the Reynolds number that it is possible to reach in the microtube (see Pressure-Driven Single-Phase Liquid Flows ). In correspondence of the maximum value of the Reynolds number, one can estimate the entrance length by using Eq. 5. [Pg.1027]

Pressure-Driven Single-Phase Liquid Flows, Table 1 Components of the viscous tensor for Cartesian, cylindrical, and spherical coordinates... [Pg.2847]

Pressure-Driven Single-Phase Liquid Flows, Table 3 Analytical laminar fully developed values of Vmax. Kd, Kg, K(oo) and of the Poiseuille number (/RCfa) for elliptical microtubes as a function of the aspect ratio fS... [Pg.2850]

Pressure-Driven Single-Phase Liquid Flows, Fig. 1 Schematic of the elliptical cross section and of the Cartesian coordinate system... [Pg.2850]

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