Page 61 - Packed bed columns for absorption, desorption, rectification and direct heat transfer
P. 61

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                                  The equations above reflect the following:
                                  1. The heat and mass transfer are entirely gas-side controlled.
                                  2. The effect of the axial mixing in the gas phase is negligible.
                                  3. The gas and liquid phase are uniformly distributed over the cross-
                           section of the apparatus.
                                  The complicated systems of partial differential equation can be used
                           only by means of a complicated computer program. In many cases in practice
                           the existing problems are quite simpler. For one component transfer between
                           gas and liquid phase, equation (165), in terms of K r and Y can be written as
                           follows:



                                                                                            (179)
                            an
                           or

                           dG = K Ya e(Y - Y*).dh ,                                         (180)



                           The concentrations of the gas and the liquid phase are replaced respectively by


                                 dG
                           dY =                                                             (181)
                                 G,'

                           fflu
                                 dG
                           dX =                                                             (182)



                                                                                          2
                           where GY and Grare the molar flows of gas and liquid phase in kmol/(m ,s).
                                  In case of a linear equilibrium


                            Y* = mX*.                                                       (183)


                           From Eq.(182) and (183) it follows:



                                                                                            (184)
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