Plate Theory and Extensions
by RPW Scott
part of the Chrom Ed. Series


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Consider the column depicted in Figure 3.

Figure 3. Pressure and Velocity Distribution Along a Packed Column

The column may be packed or an open tube but in this example, a packed column will be specifically considered. Let the column have a length (L) and inlet and outlet pressures and inlet and outlet velocities of (Pi), (Po), (ui) and (uo), respectively. The pressure and velocity at a distance (x) from the front of the column will be defined as (Px) and (ux), respectively. According to D'Arcy's equation for fluid flow through a packed bed, at any point in the column,

                                                                           (22)

                         where (h) is the viscosity of the gas, 

                           and (K) is a constant.

(The D'Arcy equation is the equation that describes the flow of fluid through a packed bed and its derivation will be found in most physics textbooks dealing with the Properties of Matter. If a capillary column is considered, then the Poiseuille's equation for fluid flow through an open tube would be used and this will also be found in the same type of reference).

 
 
 

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