13.07.2015 Views

Advances in Water Treatment and Enviromental Management

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COLLECTION EFFICIENCY OF LIQUID/LIQUID HYDROCYCLONES 171This equation can be <strong>in</strong>tegrated for x=0 to x=L to give the total variation of the concentrationof droplets of diameter d between the <strong>in</strong>let of the separation chamber (Ci) <strong>and</strong> the outlet (Co):with:The collection efficiency of the cyclone for droplets of diameter d is by def<strong>in</strong>ition E=1-Co/CiFig.7 gives an example of the efficiency curves calculated with the above expression for thecyclone for the three different flow rates correspond<strong>in</strong>g to the experiments.5 SEPARATION TESTS RESULTSThe theoretical curves of Fig.7 were used to predict the overall collection efficiency of thehydrocyclone from the experimental drop size spectra. These predictions could be comparedwith measurements on oil <strong>in</strong> water dispersions. Experimental efficiency curves could not beFig. 7 Calculated collection efficiency curvesOil density=840Kg/m3; R0=.03m L=0,6mI: Q=7.7n3/h;Ve=5m/s, 2: Q=6.6m3/h;Ve=4.3m/s; 3; Q:3.3m3/h;Ve:2.1m/sobta<strong>in</strong>ed s<strong>in</strong>ce drop breakup occur<strong>in</strong>g at the outlet orifice modified the spectra obta<strong>in</strong>ed atthe end of the separation chamber. The operat<strong>in</strong>g conditions, experimental <strong>and</strong> predictedefficiencies are given on Table I for which the mean <strong>in</strong>let drop diameter is def<strong>in</strong>ed by: , nibe<strong>in</strong>g the number of droplet of diameter by:, ni be<strong>in</strong>g the number of droplet of diameter di.It can be seen that the agreement is good, which seems to validate the simple modell<strong>in</strong>gproposed.

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