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GRANULAR FILTRATION 11-7

           TABLE 11-1
            Typical properties of filter media
                                 Anthracite
          Property                 coal         GAC         Garnet     Ilmenite      Sand

          Effective size, mm     0.45–0.55 a   0.8–1.0      0.2–0.4     0.2–0.4     0.3–0.6
                                  0.8–1.2 b
          Uniformity coefficient    1.65 a     1.3–2.4      1.3–1.7     1.3–1.7     1.3–1.8
                                    1.85 b
          Hardness, Moh            2–3         very low     6.5–7.5      5–6           7
          Porosity               0.50–0.60       0.50      0.45–58       N/A       0.40–0.47
          Specific gravity        1.5–1.75     1.3–1.7      3.6–4.2     4.2–5.0    2.55–2.65
          Sphericity             0.46–0.60       0.75         0.60       N/A        0.7–0.8

            a
              When used alone.
            b
             When used as a cap on a dual media filter.
             Sources:  Castro et al., 2005; Cleasby and Logsdon, 1999; GLUMRB, 2003; MWH, 2005.
            Summary.   Typical properties of filter media are summarized in  Table 11-1 . Smaller effective
          sizes than those shown result in a product water that is lower in turbidity, but they also result in
          higher pressure losses in the filter and shorter operating cycles between each cleaning.
               Example 11-1  illustrates how the media is tested to meet effective size and uniformity coef-
          ficient requirements.


           Example 11-1.  A sand filter is to be designed for the Ottawa Island’s new water treatment
          plant. A sieve analysis of the local island sand is given below. Using the sand analysis, find the
          effective size,  E,  and uniformity coefficient,  U.

          U. S. Standard           Analysis of Stock Sand
          Sieve No.              (Cumulative Mass % Passing)
              140                          0.2
              100                          0.9
               70                          4.0
               50                          9.9
               40                         21.8
               30                         39.4
               20                         59.8
               16                         74.4
               12                         91.5
                8                         96.8
                6                         99.0


            Solution.   Begin by plotting the data on log-probability paper as shown in  Figure 11-3 . From
          this plot, find the effective size:
                                         E         0 30.  mm
                                              P 10
   429   430   431   432   433   434   435   436   437   438   439