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Keith Vodden Dr. Douglas Smith - Transports Canada

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Ontario Model<br />

VARIABLE<br />

DATA<br />

LOST TIME<br />

W-wage or value of time<br />

$20.60 per hour-average of upper and lower<br />

bound estimates.<br />

Occupants 1.5 per vehicle (includes all types of vehicles) 1<br />

Vehicles affected (traffic volume)<br />

24-hour traffic distribution data. Volumes were<br />

adjusted to reflect varying degrees of road<br />

closure from full to partial as described in<br />

COMPASS incident reports.<br />

ADDITIONAL FUEL USE<br />

Additional fuel use<br />

2.25 litres per idling hour plus 5.5 litres per hour<br />

for additional driving time.<br />

Fuel price $0.766 per litre —Ontario price in 2004.<br />

ADDITIONAL EMISSIONS<br />

CO 2 emissions<br />

[CO 2 +CAC]$<br />

245 kg per 100 kilometers—double when idling.<br />

$70 per CO 2 tonne- average of upper and lower<br />

bound estimates.<br />

To clarify how these data are used, consider a typical incident. In this example,<br />

assume that a segment of Highway 401 is closed for three hours and that this means that<br />

each affected vehicle is stopped for two hours followed by one hour of detour/delayed<br />

travel.<br />

• Time Cost: As noted, the congestion cost model uses a stop time of two hours (or<br />

the duration of closure whichever is smaller) and a slow driving/detour time of<br />

one hour (or the duration of closure whichever is smaller). Further assume that<br />

“normal” traffic volume is 2,000 vehicles per hour. This implies a total of 6,000<br />

affected vehicles, 1.5 persons per vehicle and three hours of delay. Person hours<br />

1 We used an average vehicle occupancy factor of 1.5. Some studies in the GTA suggest the average auto<br />

occupancy is between 1.10 and 1.20 depending on location and time of the day, and has a decreasing<br />

trend over time. However, to account for some other vehicle categories such as transit buses, school<br />

buses, and some commercial vehicle categories we decided to use the factor of 1. 5. The analyst has<br />

control over this assumption in the model.<br />

TNS Canadian Facts, Social and Policy Research 43

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