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Steady-State Molecular Diffusion in Liquids

Your objectives in studying this section are to be able to  [Pg.53]

Calculate molar fluxes during steady-state molecular, one-dimensional diffusion in liquids. [Pg.53]

Calculate molar fluxes for steady-state diffusion of A through stagnant B, and for equimolar counterdiffusion, both in the liquid phase. [Pg.53]

The integration of equation (1-70) to put it in the form of equation (1-77) requires the assumption that DAB and c are constant. This is satisfactory for gas mixtures but not in the case of liquids, where both may vary considerably with concentration. Nevertheless, it is customary to use equation (1-77) to predict molecular diffusion in liquids with an average c, and the best average value of DAB available. Equation (1-77) is conveniently written for dilute solutions as [Pg.53]

For this case, NA = const, NB - 0, PA = 1 then equation (1-96) becomes [Pg.54]


Example 1.19 Steady-State Molecular Diffusion in Liquids... [Pg.54]


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Diffusion in liquids

Diffusion liquids

Diffusion state

Diffusivities in liquids

Diffusivities molecular

Diffusivity liquids

Liquid diffusivities

Molecular diffusion

Molecular diffusion in liquids

Molecular diffusivity

Molecular liquids

Molecular states

Steady diffusion

Steady-state diffusivity

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