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Volume 2-05, Chapter 3 - City of Wichita

Volume 2-05, Chapter 3 - City of Wichita

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Section 3.2.4 - Grassed Channel<br />

maximum flow velocity <strong>of</strong> 1.0 foot per second for water quality treatment is required. For<br />

Manning’s n use 0.15 for medium grass, 0.25 for dense grass, and 0.35 for very dense<br />

Bermuda-type grass. Site slope is 2% or 0.02 ft/ft for the example.<br />

Input variables:<br />

n = 0.15<br />

S = 0.02 ft/ft<br />

D = 4/12 = 0.33 ft<br />

Then:<br />

1.49 2 1<br />

3 2<br />

Q wq<br />

= Q = VA = D S DW<br />

n<br />

where:<br />

Q = peak flow (cfs)<br />

V = velocity (ft/sec)<br />

A = flow area (ft 2 ) = WD<br />

W = channel bottom width (ft)<br />

D = flow depth (ft)<br />

S = slope (ft/ft)<br />

(Note: D approximates hydraulic radius and WD approximates flow area for shallow flows)<br />

Then for a known n, Q, D and S, a minimum width can be calculated.<br />

nQ<br />

0.15*1.23<br />

W = =<br />

= 5. 56 ft minimum<br />

5 1<br />

5 1<br />

1.49D<br />

3S<br />

2 1.49 * 0.33 3 * 0.02 2<br />

Q 1.23<br />

V = =<br />

0. 66 fps<br />

WD 5.56 * 4 = (OK)<br />

12<br />

(Note: WD approximates flow area for shallow flows.)<br />

Minimum length for 5-minute residence time:<br />

L = V * T = 0.66 * 5* 60 = 198 ft<br />

where:<br />

<strong>Volume</strong> 2, Technical Guidance Page 3 - 67

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