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Examination of the table shows that the retention time
                    constraint governs the design up to a diameter of 96 in.; then,
                    the settling constraint governs. Suitable selections would be 84
                    in.   22 ft, or 96 in.   17 ft.
                 2. Horizontal Recatangular Cross-Section Skimmer. Using Eq. (12)
                    (settling constraint),

                               ð70Þð8000Þð1:1Þ
                         WL ¼
                                        2
                                 0:2ð200Þ
                                   2
                             ¼ 77 ft                                     ðE3Þ
                    Using the retention time constraint, Eq. (14)
                           2                          3
                         W L ¼ð0:008Þð8000Þð10Þ¼ 640 ft                  ðE4Þ


                                             L(ft)                 L(ft)
            W(ft)      H w ¼ 0.5 W     Settling [Eq. (E3)]   Retention [Eq. (E4)]
            5              2.5              15.40                  26.6
            6              3.0              12.83                  17.28
            7              3.5              11.00                  13.06


                    Again, the retention time constraint governs the design of the
                    skimmer. The suitable selections are skimmers that are 6 ft wide
                    by 18 ft long, and 7 ft wide by 14 ft long. The height of the water
                    in the skimmer is limited to one-half of the width.
                 3. Vertical Cylindrical Skimmer. The settling constraint [Eq. (16)]
                    provides the minimum diameter for the skimmer:

                          2   ð6691Þð8000Þð1:1Þ
                         D ¼            2    ¼ 7360
                                 0:2ð200Þ


                         D min  ¼ 85:79 in:

                    Because the diameter is greater than 48 in., the settling equation
                    should be multiplied by a factor that is greater than 1 to account
                    for turbulence and short-circuiting. Using a factor of 1.5 gives

                         D min ¼ 105 in:







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