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                                                                                             (96)



                           where ex is in mN/m.
                                  Using data from [83, 87] for the wetted surface area of Raschig rings
                           with diameters from 15 to 35 mm, the following equation was proposed [102]:



                                         L     /     (                                       (97)
                            a



                           where Eotvos number Eo d =       — is defined with the packing diameter,
                                                         XT
                                _ 4.L
                                  a.u L '
                                  The maximal error of the equation is 20%.
                                  There are many investigations and different equations for calculating
                           the effective surface area of random packings given in the literature [87-95].
                           The first of them are proposed by Semmelbauer [93]. They are as follows:

                           for Raschig rings

                                                 s
                                           4SS
                           ^- = 0.00608•Re° l Eo°- ;                                         (98)
                            a

                           for Berl saddles

                                           4SS  05
                           ^- = 0.00755Re° L Ed .                                            (99)
                            a

                                  In both cases Edtvos number is defined with the specific surface area




                                  The disadvantage of the equations of Semmelbauer [103] is that using
                           Rei without any experimented data for the liquid viscosity, they predict too great
                           influence of this value. It must be mentioned that according to the dimensional
                           analysis the equations ought to have four instead of three terms.
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