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Deer Run Trail East
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2735 Deer Run Trail East - 04-117-23-13-0013
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Last modified
8/22/2023 5:08:09 PM
Creation date
6/27/2016 2:07:11 PM
Metadata
Fields
Template:
x Address Old
House Number
2735
Street Name
Deer Run
Street Type
Trail
Street Direction
East
Address
2735 Deer Run Tr E
Document Type
Septic
PIN
0411723130013
Supplemental fields
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G. Downslope Berm Width <br /> 1. If the landslope is 1%or more, <br /> subtract the rock layer width from the absorption <br /> width to obtain minimum downslope berm toe: <br /> 27- 10 = 17 feet minimum downslone. <br /> 2. Calculate the minimum mound size: <br /> a. Determine the depth of clean fill at <br /> the upslope edge of the rock layer: <br /> (required seperation) 3' - 1.87' = 1.13 feet <br /> b. Add the depth of clean sand for 2a,the depth of the rock layer, <br /> and 1' for the topsoil cover needed to determine the mound height <br /> at the upslope edge of the rock layer; <br /> 1 + 1 +1.13 =3.13' <br /> c. Select the table multiplier for the upslope <br /> berm based on land slope against 4:1 berm slope. <br /> 3.23 <br /> d. Multiply the berm multiplier by the upslope <br /> mound height to determine the upslope width; <br /> 3.23x3.13 = 10feet <br /> e. Multiply the rock layer width by the landslope <br /> to determine the elevation drop; <br /> (lOx6)/ 100 =.6feet <br /> f. Add the depth 2e to 2b to determine the <br /> mound height at the downslope edge of the rock layer; <br /> .6 + 3.13 = 3.73 Feet <br /> g. Select the table multiplier for the downslope berm based on <br /> the land slope against 4:1 berm slope. <br /> 5.26 <br /> h Multiply the berm multiplier for the downslope mound height <br /> to determine the downslope width; Land Downslope upsiope <br /> 3.73 x 5.26 =20 feet slope berm multipliers berm multipliers <br /> i. Compare the values in G.1 �n% for given ratios for given ratios <br /> (17 feet) and step G.2h(20 feet). <br /> Select the greater of the two values 4:i s:1 4:1 5:t <br /> as the downslope berm width; 20 feet. 0 4.0o s.00 a.00 s.00 <br /> j. Total mound width is the sum 1 4.17 5.26 3.85 4J6 <br /> of G.2d, D.2 and G.2i; <br /> 10 + 10 + 20 =40 feet. 2 4.35 5.56 3.70 4.54 <br /> k. Total mound length is the sum 3 4.54 s.ss 3.5� 4.35 <br /> of G.2d, D.3, and G.2d ; 4 4.76 625 3.45 4.17 <br /> 10 + 63 + 10=83 feet 5 5.00 6.67 3.33 4.00 <br /> 6 5.26 7.14 3.23 3.85 <br /> Final Dimensions of the Mound <br /> 7 5.56 7.69 3.12 3.70 <br /> 40 feet bv 83 feet 8 s.sg 8.33 3.03 3.57 <br /> 9 6.25 9.09 2.94 3.45 <br /> 10 6.67 10.00 2.86 3.33 <br /> 11 7.14 11.11 2.78 3.23 <br />
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