Channel Lining Design Procedure

Use the following design procedure for roadside channels. Even though each project is unique, these six basic design steps normally apply:
  1. Establish a roadside plan. Collect available site data:
    • Obtain or prepare existing and proposed plan/profile layouts including highway, culverts, bridges, etc.
    • Determine and plot on the plan the locations of natural basin divides and roadside channel outlets.
    • Lay out the proposed roadside channels to minimize diversion flow lengths.
  2. Establish cross section geometry: Identify features that may restrict cross section design including right-of-way limits, trees or environmentally sensitive areas, utilities, and existing drainage facilities. Provide channel depth adequate to drain the subbase and minimize freeze-thaw effects. Choose channel side slopes based on the following geometric design criteria: safety, economics, soil, aesthetics, and access. Establish the bottom width of trapezoidal channel.
  3. Determine initial channel grades. Plot initial grades on plan-profile layout (slopes in roadside ditch in cuts are usually controlled by highway grades) by establishing a minimum grade to minimize ponding and sediment accumulation, considering the influence of type of lining on grade, and where possible, avoiding features that may influence or restrict grade, such as utility locations.
  4. Check flow capacities, and adjust as necessary. Compute the design discharge at the downstream end of a channel segment (see Chapter 5). Set preliminary values of channel size, roughness, and slope. Determine the maximum allowable depth of channel including freeboard. Check the flow capacity using Manning’s Equation for Uniform Flow and single-section analysis (see
    Equation 7-1
    and Chapter 6). If the capacity is inadequate, possible adjustments are as follows:
    • increase bottom width
    • make channel side slopes flatter
    • make channel slope steeper
    • provide smoother channel lining
    • install drop inlets and a parallel storm drain pipe beneath the channel to supplement channel capacity
    • provide smooth transitions at changes in channel cross sections
    • provide extra channel storage where needed to replace floodplain storage or to reduce peak discharge
    EquationObject222243
    Equation 7-1.
    where:
    • Q
       = discharge (cfs or m
      3
      /s)
    • A
       = cross-sectional area of flow (sq. ft. or m
      2
      )
    • R
       = hydraulic radius (ft. or m)
    • Z = conversion factor; 1.486 for English units, and 1.0 for metric
  5. Determine channel lining or protection needed. Calculate uniform flow depth (y
    m
     in ft. or m) at design discharge using the
    Slope Conveyance Method
    . Compute maximum shear stress at normal depth (see Equation 7‑2 and Equation 7-3). Select a lining and determine the permissible shear stress (in lbs./sq.ft. or N/m
    2
    ) using the tables titled
    Retardation Class
    for Lining Materials and
    Permissible Shear Stresses
    for Various Linings. If τ
    d
     < τ
    p
    , then the lining is acceptable. Otherwise, consider the following options: choose a more resistant lining, use concrete or gabions or other more rigid lining as full lining or composite, decrease channel slope, decrease slope in combination with drop structures, or increase channel width or flatten side slopes.
  6. Analyze outlet points and downstream effects. Identify any adverse impacts to downstream properties that may result from one of the following at the channel outlet: increase or decrease in discharge, increase in velocity of flow, confinement of sheet flow, change in outlet water quality, or diversion of flow from another watershed. Mitigate any adverse impacts identified in the previous step. Possibilities include enlarging the outlet channel or installing control structures to provide detention of increased runoff in channel, installing velocity control structures, increasing capacity or improving the lining of the downstream channel, installing sedimentation/infiltration basins, installing sophisticated weirs or other outlet devices to redistribute concentrated channel flow, and eliminating diversions that result in downstream damage and that cannot be mitigated in a less expensive fashion.
EquationObject223246
Equation 7-2.
where:
  • τ = average shear stress at normal depth (lb./sq.ft. or N/m
    2
    )
  • γ = unit weight of water (62.4 lb./ft.
    3
    or 9810 N./m.
    2
    )
  • R = hydraulic radius (ft. or m.) at uniform depth (y
    m
    )
  • S = channel slope (ft./ft. or m./m.)
The maximum shear stress for a straight channel occurs on the channel bed.
EquationObject224247
Equation 7-3.
where:
  • τ
    d
     = maximum sheer stress (lb./sq ft. or N/m
    2
    )
  • γ = unit weight of water (62.4 lb./ft.
    3
    or 9810 N./m.
    2
    )
  • d = maximum depth of flow (ft. or m.)
  • S = channel slope (ft./ft. or m./m.)
Retardation Class for Lining Materials
Retardance Class
Cover
Condition
A
Weeping Lovegrass
Excellent stand, tall (average 30 in. or 760 mm)
Yellow Bluestem Ischaemum
Excellent stand, tall (average 36 in. or 915 mm)
B
Kudzu
Very dense growth, uncut
Bermuda grass
Good stand, tall (average 12 in. or 305 mm)
Native grass mixture
little bluestem, bluestem, blue gamma, other short and long stem midwest grasses
Good stand, unmowed
Weeping lovegrass
Good Stand, tall (average 24 in. or 610 mm)
Lespedeza sericea
Good stand, not woody, tall (average 19 in. or 480 mm)
Alfalfa
Good stand, uncut (average 11 in or 280 mm)
Weeping lovegrass
Good stand, unmowed (average 13 in. or 330 mm)
Kudzu
Dense growth, uncut
Blue gamma
Good stand, uncut (average 13 in. or 330 mm)
C
Crabgrass
Fair stand, uncut (10-to-48 in. or 55-to-1220 mm)
Bermuda grass
Good stand, mowed (average 6 in. or 150 mm)
Common lespedeza
Good stand, uncut (average 11 in. or 280 mm)
Grass-legume mixture: summer (orchard grass redtop, Italian ryegrass, and common lespedeza)
Good stand, uncut (6-8 in. or 150-200 mm)
Centipedegrass
Very dense cover (average 6 in. or 150 mm)
Kentucky bluegrass
Good stand, headed (6-12 in. or 150-305 mm)
D
Bermuda grass
Good stand, cut to 2.5 in. or 65 mm
Common lespedeza
Excellent stand, uncut (average 4.5 in. or 115 mm)
Buffalo grass
Good stand, uncut (3-6 in. or 75-150 mm)
Grass-legume mixture:
fall, spring (orchard grass Italian ryegrass, and common lespedeza
Good Stand, uncut (4-5 in. or 100-125 mm)
Lespedeza sericea
After cutting to 2 in. or 50 mm (very good before cutting)
E
Bermuda grass
Good stand, cut to 1.5 in. or 40 mm
Bermuda grass
Burned stubble
Permissible Shear Stresses for Various Linings
Protective Cover
(lb./sq.ft.)
t
p
 (N/m
2
)
Retardance Class A Vegetation (See the “Retardation Class for Lining Materials” table above)
3.70
177
Retardance Class B Vegetation (See the “Retardation Class for Lining Materials” table above)
2.10
101
Retardance Class C Vegetation (See the “Retardation Class for Lining Materials” table above)
1.00
48
Retardance Class D Vegetation (See the “Retardation Class for Lining Materials” table above)
0.60
29
Retardance Class E Vegetation (See the “Retardation Class for Lining Materials” table above)
0.35
17
Woven Paper
0.15
7
Jute Net
0.45
22
Single Fiberglass
0.60
29
Double Fiberglass
0.85
41
Straw W/Net
1.45
69
Curled Wood Mat
1.55
74
Synthetic Mat
2.00
96
Gravel, D
50
 = 1 in. or 25 mm
0.40
19
Gravel, D
50
 = 2 in. or 50 mm
0.80
38
Rock, D
50
 = 6 in. or 150 mm
2.50
120
Rock, D
50
 = 12 in. or 300 mm
5.00
239
6-in. or 50-mm Gabions
35.00
1675
4-in. or 100-mm Geoweb
10.00
479
Soil Cement (8% cement)
>45
>2154
Dycel w/out Grass
>7
>335
Petraflex w/out Grass
>32
>1532
Armorflex w/out Grass
12-20
574-957
Erikamat w/3-in or 75-mm Asphalt
13-16
622-766
Erikamat w/1-in. or 25 mm Asphalt
<5
<239
Armorflex Class 30 with longitudinal and lateral cables, no grass
>34
>1628
Dycel 100, longitudinal cables, cells filled with mortar
<12
<574
Concrete construction blocks, granular filter underlayer
>20
>957
Wedge-shaped blocks with drainage slot
>25
>1197