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Generalization to Other Geometries

For diffusion in cylindrical or spherical geometries the one-dimensional, steady-state form of Eq. 1.3.10 simplifies to [Pg.156]

A very important practical application of the above film model is to determine the external mass transfer resistance to catalyst particles (Example 8.2.2). [Pg.157]

Estimate the rates of mass transfer in the distillation of the system methanol(l)-ethanol(2) under the following conditions  [Pg.157]

SOLUTION The first step is to calculate the molar density from the ideal gas law [Pg.157]

It is common (but not necessarily accurate—see Section 11.5) to assume equimolar counterdiffusion in distillation. Thus, = 0 and the flux of methanol is obtained directly from Eq. 8.2.17 as [Pg.158]


See other pages where Generalization to Other Geometries is mentioned: [Pg.208]    [Pg.156]    [Pg.103]   


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