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BAER Tools -> Post-Fire Road Treatment Tools -> Treatments -> Supplement

Frequently used road treatments used by BAER specialists by region (Foltz and others 2008)

 

     
Region
     
Treatment
Overall
1
2
3
4
5
6

       
Percent
     

Rolling dip/water bar
29
29
--
27
30
19
42
Culvert upgrading
20
33
--
--
48
--
17
Ditch cleaning/armoring
16
25
--
14
13
17
--
Culvert removal
10
6
--
36
--
--
25
Debris/trash rack
6
--
--
9
--
19
--
Armored ford crossing
5
--
33
5
4
6
8
Culvert risers
5
--
--
--
--
19
--
Storm patrol
3
--
50
9
--
--
--
Culvert overflow bypass
2
--
--
--
4
6
--
Hazard/warning sign
1
2
17
--
--
--
--
Flared inlet
1
--
--
--
--
6
--
Channel debris cleaning
1
--
--
--
--
6
--
Culvert inlet/outlet armoring
1
2
--
--
--
--
--
Additional relief culvert
1
2
--
--
3
--
--
Outsloping road
1
--
--
--
--
3
--
Fillslope armoring
1
--
--
--
--
--
8
No. of BAER interviewee responses
30
8
1
6
5
8
2

 

Flow capacity for circular and pipe-arch culverts (Robison and others 1999)

 

circular culverts
pipe-arch culverts
Diameter
Cross-section area culvert
Maximum flow in culvert
Span × Rise
Cross-section area culvert
Maximum flow in culvert
(inches)
(ft2)
(cfs)
(ft or inches)
(ft2)
(cfs)

15
1.2
3.5
22" × 13"
1.6
4.5
18
1.8
5
25" × 16"
2.2
7
21
2.4
8
29" × 18"
2.9
10
24
3.1
11
36" × 22"
4.3
16
27
4.0
15
43" × 27"
6.4
26
30
4.9
20
50" × 31"
8.5
37
33
5.9
25
58" × 36"
11.4
55
36
7.1
31
65" × 40"
14.2
70
42
9.6
46
72" × 44"
17.3
90
48
12.6
64
6'-1" × 4'-7"
22.0
130
54
15.9
87
7'-0" × 5'-1"
28.0
170
60
19.6
113
8'-2" × 5'-9"
38.0
240
66
23.8
145
9'-6" × 6'-5"
48.0
340
72
28.3
178
11'-5" × 7'-3"
63.0
470
78
33.2
219
12'-10" × 8'-4"
85.0
650
84
38.5
262
15'-4" × 9'-3"
107.0
930
90
44.2
313
96
50.3
367
102
56.7
427
108
63.6
491
114
70.9
556
120
78.5
645
132
95.0
840
144
113.1
1,000

 

A typical case of ditch relief culverts on forestlands was assumed, which is that the culvert is inlet-controlled, and projecting inlet and headwater depth is equal to diameter or height of culvert.

 

Permissible velocities to withstand erosion (Watkins and Fiddes 1984; Novak and others 2001)

 

Surface type
D50
Permissible velocity
(mm)
(ft/s)

Asphalt
--
23.0
Bitumen-bound macadam1
--
19.7
Cobbles
100
11.8
Cobbles
40
7.9
Coarse gravel and cobbles
25
6.2
Gravel (coarse to medium)
10
4.6
Gravel (medium to fine)
5.0
3.6
Graded silt to cobbles (colloidal)
--
5.2
Alluvial silt (colloidal)
--
4.9
Graded loam to cobbles
--
4.9
Stiff clay
--
4.9
Coarse sand
2.5
3.3
Volcanic ash
--
3.3
Dense clay
--
3.3
Medium sand
1.0
2.6
Silt loam
--
2.6
Sandy clay of medium density
--
2.6
Sandy loam (non-colloidal)
--
2.3
Fine sand (non-colloidal)
0.25
2.0
Coarse silt, fine sand
0.05
1.3
Sandy clay of low density
--
1.3
Fine silt
--
0.8--2.6

 

1 Type of road construction. It consists of three layers of stones that interlock each other.

 

Permissible velocities in vegetated channels (Watkins and Fiddes 1984)

 

Vegetation
% slope of drain
Permissible velocities (ft/s)
   
In stable soils
In erodible soils

Bermuda grass
0--5
7.9
5.9
(Cynodon dactylon)
5--10
6.9
4.9
Buffalo grass
0--5
6.9
4.9
(Buchloe dactyloides)
5--10
5.9
3.9

 

Overflow Discharge for Rolling Dips/Water Bars (Novak and others 2001)

The overflow discharge over an embankment can be estimated using the following weir formula.

 

  Q = C b H 3/2
     
    where
  Q = overflow discharge (cfs);
  C = sill coefficient (ft1/2 s-1);
  b = length of the flow section (ft); and,
  H = total head upstream of the sill (ft).

 

The coefficient of C is a function of h/L (h is the head over a sill of width L) for free flow or modular flow conditions. Free flow occurs where a man-made structure creates a drop in water level over the structure resulting in the major part of the total upstream energy head being converted into kinetic energy to obtain critical flow at the control section. Under this condition, the upstream head is independent of downstream conditions (Boiten 2002). The range of values of C for free flow over the embankment is presented below.

 

Type of surface
Range of h/L
C value
(ft1/2/s)

Paved surface
0.15
3.04
0.20
3.06
>0.25
3.08
Gravel surface
0.15
2.95
0.20
3.01
0.25
3.06
0.30
3.08

 

If the drop in water level over the structure becomes rather small, the flow above it remains sub-critical; therefore, the upstream head is affected by downstream conditions. This flow type is referred to as submerged flow, non-modular flow, or drowned flow (Boiten 2002). In such a case, a correction factor, f, as a function of hd/s/H (hd/sis the head drop of a sill to downstream), may be incorporated for submerged flow or non-modular flow conditions. The range of values of f for submerged flow over the embankment is presented below.

 

Type of surface
Range of hd/s/H
f value

Paved surface
<0.8
1.00
0.9
0.93
0.95
0.80
 
0.99
0.50
Gravel surface
<0.75
1.00
0.80
0.98
0.90
0.88
 
0.95
0.68
0.98
0.50

 

REFERENCES

Boiten, Wubbo. 2002. Flow measurement structures. Flow Measurement and Instrumentation. 13(5-6): 203-207.

Foltz, Randy B.; Robichaud, Peter R.; Rhee, Hakjun. 2008. A synthesis of post-fire road treatments for BAER teams: methods, treatment effectiveness, and decision-making tools for rehabilitation. Gen. Tech. Rep. RMRS-GTR. Fort Collins, CO: U.S. Department of Agriculture, Forest Service, Rocky Mountain Research Station (in preparation).

Novak, P.; Moffat, A. I. B.; Nalluri, C.; Narayanan, R. 2001. Hydraulic structures (3rd ed.). London, UK: Taylor & Francis Group. 666 p.

Robison, E. George; Mirati, Albert; Allen, Marganne. 1999. Oregon road/stream crossing restoration guide: spring 1999. Salem, OR: Oregon Department of Forestry. 79 p.

Watkins, L. H.; Fiddes, D. 1984. Highway and urban hydrology in the tropics. London, UK: Pentech Press Limited. 206 p.

USDA Forest Service - RMRS - Moscow Forestry Sciences Laboratory
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