Volume 2-05, Chapter 3 - City of Wichita
Volume 2-05, Chapter 3 - City of Wichita Volume 2-05, Chapter 3 - City of Wichita
Section 3.2.5 - Enhanced Swale Step 8 Step 9 Design inlets, sediment forebay, and underdrain system. See Chapter 4 and Chapter 5 for more details. Prepare Vegetation and Landscaping Plan. A landscaping plan for an enhanced swale should be prepared to indicate how the enhanced swale system will be stabilized and established with vegetation. 3.2.5.7 Design Example Basic Data Small commercial lot 300 feet deep x 145 feet wide. • Drainage area (A) = 1.0 acres • Rainfall (P) = 1.2 inches (water quality event) • Runoff coefficient (R v ) = 0.70 Water Quality Peak Flow Compute the Water Quality Protection Volume in inches over the drainage area: WQ v = v P * R = 1.2*0.70 = 0.84inches Compute the Water Quality Peak Flow (see the grassed swale example for detailed calculations). Q wq 1.0 = 940csm ac * * 0.84in = 1.23 cfs in 640 ac 2 mi Pre-treatment Volume (Forebay) Compute the size of the sediment forebay (assume 80% of site is impervious) V pre = ( 0.80)(0.1")(1' /12") = 1.2*0.70 = 0.0067acre- ft Enhanced Swale Design Determine the swale dimensions (assume trapezoidal channel with max depth of 18 inches). The Q wq will be utilized to size the channel. The maximum flow depth of 4 inches is allowed for water quality design. A maximum flow velocity of 1.0 foot per second for water quality treatment is required. For Manning’s n use 0.15 for medium grass, 0.25 for dense grass, and 0.35 for very dense Bermuda-type grass. Input variables: n = 0.15 D = 1’ Page 3 - 76 Volume 2, Technical Guidance
Section 3.2.5 - Enhanced Swale Side Slopes = 2:1 Channel Slope = 0.015 ft/ft Then: 1.49 2 1 3 2 Q wq = Q = VA = D S DW n where: Q = peak flow (cfs) V = velocity (ft/sec) A = flow area (ft 2 ) = WD W = channel bottom width (ft) D = flow depth (ft) S = slope (ft/ft) A minimum width can be calculated. nQ 0.15*1.23 W = = 1 5 1 3 2 3 2 1.49D S 1.49*1 *0.015 5 = Q 1.23 V = = = 1.23 fps ( > 1fps) WD (1')(1') 1ft Increase width to 4’. Q 1.23 V = = = 0.31fps (OK) WD (4')(1') Check Dams Compute the number of check dams required to detain the WQ v . With where: • Dam height = 1.5 feet • Spacing of check dams will be 60 feet (based on top of downstream dam same elevation as upstream dam’s toe). The total volume need to be storage behind dams equals: WQ v = ( 0.84inches)(1acre) = 3050ft 3 Each dam stores: Volume = (length behind dam)(width of dam)(water depth behind dam) = (60’)(1.5’)(4’) = 360 ft 3 A total of (3050)/(360) = 8 check dams will be needed to capture the water quality volume. Volume 2, Technical Guidance Page 3 - 77
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Section 3.2.5 - Enhanced Swale<br />
Step 8<br />
Step 9<br />
Design inlets, sediment forebay, and underdrain system.<br />
See <strong>Chapter</strong> 4 and <strong>Chapter</strong> 5 for more details.<br />
Prepare Vegetation and Landscaping Plan.<br />
A landscaping plan for an enhanced swale should be prepared to indicate how the<br />
enhanced swale system will be stabilized and established with vegetation.<br />
3.2.5.7 Design Example<br />
Basic Data<br />
Small commercial lot 300 feet deep x 145 feet wide.<br />
• Drainage area (A) = 1.0 acres<br />
• Rainfall (P) = 1.2 inches (water quality event)<br />
• Run<strong>of</strong>f coefficient (R v ) = 0.70<br />
Water Quality Peak Flow<br />
Compute the Water Quality Protection <strong>Volume</strong> in inches over the drainage area:<br />
WQ<br />
v<br />
=<br />
v<br />
P * R = 1.2*0.70 = 0.84inches<br />
Compute the Water Quality Peak Flow (see the grassed swale example for detailed<br />
calculations).<br />
Q wq<br />
1.0<br />
= 940csm<br />
ac<br />
* * 0.84in<br />
= 1.23 cfs<br />
in<br />
640 ac<br />
2<br />
mi<br />
Pre-treatment <strong>Volume</strong> (Forebay)<br />
Compute the size <strong>of</strong> the sediment forebay (assume 80% <strong>of</strong> site is impervious)<br />
V<br />
pre<br />
= ( 0.80)(0.1")(1' /12") = 1.2*0.70 = 0.0067acre- ft<br />
Enhanced Swale Design<br />
Determine the swale dimensions (assume trapezoidal channel with max depth <strong>of</strong> 18 inches).<br />
The Q wq will be utilized to size the channel. The maximum flow depth <strong>of</strong> 4 inches is allowed for<br />
water quality design. A maximum flow velocity <strong>of</strong> 1.0 foot per second for water quality<br />
treatment is required. For Manning’s n use 0.15 for medium grass, 0.25 for dense grass, and<br />
0.35 for very dense Bermuda-type grass.<br />
Input variables:<br />
n = 0.15<br />
D = 1’<br />
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<strong>Volume</strong> 2, Technical Guidance