Page 171 - Packed bed columns for absorption, desorption, rectification and direct heat transfer
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                           £ - coefficient which characterizes the type of the packing;

                           w = —— - real gas velocity in m/s;
                                s
                           w 0 - gas velocity determined for the column cross-section in m/s;
                           e - bed void fraction (free packing volume, equal to its free cross-section);
                                                3
                           pa- gas density in kg/m ;
                                4e
                           d h =     hydraulic diameter of the packing in m;
                                 a
                                                            3
                                                         2
                           a- packing specific surface area, m /m .
                                  Eq. (6) can be written also as follows:


                           AP B = ffl™ " .                                                     (7)
                              "         8e 3

                                  The coefficient f takes into account the pressure drops both from
                           friction of the gas on the packing surface and from changing of its direction and
                           velocity of moving trough the packing.
                                  Ergun [104] proposed the equation



                           VE=-Z-    + *-75,                                                   (8)




                           where the dimensionless pressure drop (friction factor ys E ) is defined as




                                                                                              (9>
                            ' •   HI- .     *p    '
                           or:


                                             3
                             H    WE G  ° e D  a                                             (10)


                           The Reynolds number Re 0 is given by the expression:
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