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12-12-1987 Planning Packet
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12-12-1987 Planning Packet
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r <br />i <br />on paRes B-29 and D-6. To determine the area of rock layer required for a <br />4-bedroom, type I home, first refer to pace D-7 for the estimated sewage <br />flow rate of 600 gpd. Multiplying 600 gpd times 0.83 uQ ft/gpd results in <br />a rock layer area of 500 sq ft. The rock layer in a mound should be no <br />wider than 10 feet, unless special design considerations are made. Thus, <br />the shape of the rock layer required for a daily sewage flow of 600 gallons <br />is 10 feet wide by 50 feet long. <br />The total width of the mound from dike toe to dike toe is shown on page 5. <br />Dimension d^ is the upslope dike width, and dimension is the dcwnslope <br />dike width. The width of the rock layer is designated as W. The height of <br />the mound above the original soil at the upper edge of the rock layer is <br />designated as h^ and the height at the downslope edge of the rock layer is <br />designated as hi. The slope of the dike is designated with a slope ratio <br />(SR) which is the ratio of the horizontal distance to the vertical <br />distance. For example, an SR of 3 indicates 3 feet horizontal to 1 foot <br />vertical and would be equivalent to a slope of 33 percent. An SR of 4 is a <br />flatter slope and is equivalent to a 25 percent slope. Formulas to <br />determine d^, d^, and h2 are presented on page 5. A table of those values <br />is also presented for convenience. <br />On level ground, d^ equals d^. On sloping ground d^ becomes longer than <br />1 if the slope ratio is the same for both dikes. The dimension h^ is <br />usually 3.0 feet, consisting of 1.0 foot of clean sand, l.O foot of rock <br />layer, and 1.0 foot of soil cover over the rock. On level ground h_ equals <br />h^, but on sloping ground h. is greater than h^ because tne top of the sand <br />layer and the bottom of the'^rock layer must be level. As an example, if <br />the ground slope is 6 percent, this is equivalent to 6 feet in 100 feet or <br />0.6 foot in 10 feet. Thus, if h^ equcls 3.0 feet, h- equals 3.0 + 0.6 = <br />3.6 feet. This value can also be calculated by the formula on page 5 where <br />s is the amount of slope in percent. <br />As can be observed in the table on page 5, the dike widths d. and d^ depend <br />upon the land slope and the dike slope ratio. For example, if the land <br />slope is 6 percent and the dike slope ratio is specified as 4:1, d, equals <br />9.7 feet and a_ equals 18.9 feet. With a 10-foot wide rock layer, the <br />total dike toe'^to dike toe width of the mound would be 9.7 + 10.0 + 18.9 = <br />38.6 feet. <br />The length of the mound varies depending upon where it is measured. As can <br />be seen f.~om page 4 in the plan view, the mound shape is trapezoidal. If <br />the length is measured along the center of the rock layer, then the height <br />of the mound at the end of the rock layer is 3.3 feet. If the dike slope <br />ratio is 4:1, the dike will extend out 4.0 x 3.3 or 13.2 feet. The total <br />length of the mound measured at the centerline of the rock layer wi-1 be <br />13.2 + 50 + 13.2 or 76.4 feet. The mound will be slightly longer near the <br />base of the downslope dike and slightly shorter near the base of the <br />upslope dike. <br />Several mound shapes are shown on pages 6 and 7. The rectangular mound is <br />most commonly used since it is the easiest to construct. While the mound <br />location depends upon soil suitability, every effort should be made to fit <br />the mound into the landscape plan. Hounds can bo used as privacy berms or <br />-iii-
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