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1000 Hydraulics Chapter - Ministry of Transportation

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BC MoT<br />

SUPPLEMENT TO TAC GEOMETRIC DESIGN GUIDE<br />

MoT Section 1050 TAC Section Not Applicable<br />

Table 1050.B presents the spillway catchment width,<br />

which is recommended for use with the<br />

Spreadsheet/Calculator Method spillway inlet spacing<br />

calculations:<br />

Table 1050.B - Spillway Catchment Width<br />

Inlet Type w (m)<br />

Paved Spillway 0.600<br />

Grates/Spillways Spacing on a Grade<br />

Research conducted by the Washington State Department<br />

<strong>of</strong> <strong>Transportation</strong> (WSDOT) has found that the capacity<br />

<strong>of</strong> an inlet on a continuous grade can be estimated by<br />

determining the portion <strong>of</strong> the gutter discharge directly<br />

over the width <strong>of</strong> the inlet. The model assumes a<br />

triangular flow cross section and is most accurate for<br />

longitudinal slopes <strong>of</strong> -2% to -3%. The WSDOT model<br />

has been modified to account for lateral inflow on mild<br />

grades and high velocities on steep grades. Two methods<br />

have been developed to provide approximate spacing<br />

requirements and also suit calculator and spreadsheet<br />

applications.<br />

The inlet spacing calculations should be conducted<br />

approximately where the inlet is to be located. At least<br />

one iteration will be required to match the assumed inlet<br />

location with the calculated inlet location.<br />

For one or two lane roadways, a maximum<br />

catchbasin/spillway spacing <strong>of</strong> 150 m is recommended.<br />

The maximum median spacing <strong>of</strong> 250 m is recommended.<br />

The maximum spacing criteria has been established to<br />

facilitate maintenance operations and to prevent an<br />

excessively long flow path in the event that one becomes<br />

blocked. For one and two lane roadways, a minimum<br />

catchbasin/spillway spacing <strong>of</strong> 20 m is recommended.<br />

The minimum spacing criteria has been established to<br />

prevent over-conservative designs.<br />

Tabular Method<br />

The Tabular Method provides a quick estimate <strong>of</strong> the inlet<br />

spacings, but is limited in terms <strong>of</strong> crossfall and<br />

longitudinal grade combinations. The tables were<br />

developed using a run<strong>of</strong>f coefficient (C) equal to 0.95 and<br />

a ponding width <strong>of</strong> 1.2 m. The tables are useful for<br />

normal crossfall and longitudinal grades between 2% and<br />

4%.<br />

Inlet spacing coefficients have been provide in<br />

Table 1050.C, Table 1050.D and Table 1050.E for<br />

depressed Bicycle Safe grates, depressed Freeway grates<br />

and undepressed Bicycle Safe grates. The notation for<br />

the spacing tables are as follows:<br />

s y is the longitudinal grade, m/m<br />

s x is the crossfall, m/m<br />

i is the rainfall intensity for t c equal to 5 minutes,<br />

5 year return period, mm/hr<br />

C1, C2 is the spacing coefficients for a single grate<br />

C1, C2 is the spacing coefficients for twin grates<br />

CB one is the initial inlet spacing, m<br />

CB two is the consecutive inlet spacing, m<br />

The following procedure shall be used to estimate<br />

catchbasin spacings:<br />

1. Select appropriate rainfall intensity.<br />

2. Select the longitudinal grade (s y ) and crossfall (s x )<br />

which closely matches the assumed inlet location. It<br />

may be necessary to try more than one location.<br />

3. From the appropriate table, select appropriate values<br />

for C1, C2 (single) or C1, C2 (twin).<br />

4. Determine effective/average pavement width (w)<br />

from drainage patterns.<br />

5. For single grates, determine CB one and CB two using<br />

pavement width (w) in the following formulas:<br />

CB = C1<br />

one CB = C2<br />

two<br />

w<br />

w<br />

else, for twin grates, determine CB one and CB two using<br />

pavement width in the following formulas:<br />

CB = 1.2 C1<br />

one<br />

CB = 1.2 C2<br />

two<br />

w<br />

w<br />

Page 1050-2 June, 2007

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