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                       The Sanitary Landfill                                                       297




























                       FIGURE 10.3 Installation of a layer of low-permeability clay. The clay is spread in two lifts and then
                       rolled. (Reproduced with kind permission of the Town of Bourne Department of Integrated Solid Waste
                       Management, MA).



                             TABLE 10.2
                             Categories of Common Clays and Some Important Chemical and Physical
                             Properties

                             Clay       Substitution  Interlayer  Swelling  Cation    Total Surface
                                                                                            2
                                                     Component             Exchange    Area (m /g)
                                                                           Capacity
                                                                           (cmol/kg)
                             Kaolinite  None        None         None        3–15        10–20
                             Illite     T           K            None       15–40        65–100
                             Vermiculite  T/Oc      H O          Moderate  100–200      600–700
                                                      2
                             Smectite   Oc/T        Cations, H O  High      80–150      700–800
                                                           2
                             Chlorite   —           Mg(OH) 2     None       10–50        75–100
                             T tetrahedral layer; Oc octahedral layer.



                          Henri Darcy, a 19th century French engineer, developed one of the earliest descriptions of
                       groundwater flow. He observed a relationship between the volume of water flowing through sand
                       and properties of the sand, and formulated the equation

                                                 Q/t   KA dH/dL                                  (10.1)

                       where Q is the volume of flow per unit time t through a column of a given cross-sectional area of
                       flow A. The flow is under a pressure gradient dH/dL, and the change in water level over a given
                       length is L. K is the saturated hydraulic conductivity, a proportionality constant. The difference in
                       elevation of the water table, dH or (h -h ) over the length (L) is the slope of the water table or the
                                                     2
                                                       1
                       hydraulic gradient. Darcy’s law calculates the volumetric flow rate through a unit cross section of
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