BMP Monitoring Sites - Urban Drainage and Flood Control District
BMP Monitoring Sites - Urban Drainage and Flood Control District
BMP Monitoring Sites - Urban Drainage and Flood Control District
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UDFCD <strong>BMP</strong> MONITORING SITES<br />
Pervious Concrete Pavement<br />
Place by rolling fabric parallel to the contours starting at<br />
the most downstream part of the pavement. Provide a<br />
minimum of 18” of overlap between adjacent sheets.<br />
Bring up geotextile <strong>and</strong> impermeable<br />
membrane to the top of perimeter<br />
walls. Attach membrane <strong>and</strong> fabric to<br />
perimeter walls with roofing tar or other<br />
adhesive or concrete anchors. Provide<br />
sufficient slack in the geotextile <strong>and</strong><br />
membranes to prevent stretching them<br />
when s<strong>and</strong> <strong>and</strong>/or rock is placed. Seal<br />
all joints of impermeable membrane to be totally leak<br />
free.<br />
Impermeable Liner<br />
Contained Cells<br />
When expansive or NRCS Type D soils are present, or<br />
potential for groundwater contamination exists, install a<br />
16 mil thick impermeable liner on the bottom<br />
<strong>and</strong> sides of the basin under the pavement. If soils are<br />
not expansive (i.e. NRCS Type A, B or C), use a woven<br />
geotextile material that meets the requirements specified<br />
under Geotextile Fabric above. Products that meet these<br />
requirements are:<br />
◊ US Fabric US 2070 <strong>and</strong> US 670<br />
◊ Mirafi Filterweave 500 <strong>and</strong> 700<br />
◊ Carthage Mills Carthage 6%.<br />
Install lateral flow cut-off barriers using 16 mil or<br />
thicker PE or PVC membrane<br />
liner or concrete walls installed<br />
parallel to the contours (i.e.<br />
normal to the flow) to prevent flow<br />
of water downstream <strong>and</strong> then<br />
surfacing at the toe of the<br />
pervious concrete pavement<br />
installation. Distance (Lmax)<br />
between these cut-off barriers<br />
shall not exceed:<br />
D<br />
L max = 1. 5∗ So