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Keith Vodden Dr. Douglas Smith - Transports Canada

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Appendix A—Detail on Calculations of the Ontario Model<br />

• Duration of and extent of delay. This is from COMPASS incident reports,<br />

including information on the extent of closure ranging from partial (single lane) to<br />

full roadway closure.<br />

• Additional fuel consumed as a result of the delay. This is based on the duration<br />

data and estimates of idling fuel use and detour fuel use.<br />

• Additional motor vehicle emissions resulting from the delay. Data on durations of<br />

stop and additional detour driving are combined with emission rates for the major<br />

motor vehicle pollutants to estimate total emissions.<br />

More specifically, congestion costs are estimated on the basis of the following<br />

equation:<br />

CONGESTION COST * = Delay hours * W + Additional litres of fuel * price + Additional<br />

tonnes of [CO 2 +CAC] * $ per tonne.<br />

* Where: W represents the value of time based on wage rates and CAC refers to Criteria Air Contaminants.<br />

The following flowchart further explains this calculation.<br />

Traffic<br />

Delay<br />

Time Lost X Value of time $ Lost Time<br />

Idling<br />

Time Fuel Fuel $ Extra<br />

Detour Use<br />

X =<br />

Cost Fuel<br />

Time<br />

Environment $ Extra<br />

X<br />

=<br />

Cost<br />

Pollution<br />

=<br />

$ Cost of<br />

Delay<br />

To carry out this analysis, this component of our report builds on the economics<br />

literature dealing with the economics of congestion that we have applied to the analysis of<br />

the social cost impact of traffic delays. From this literature including Transport <strong>Canada</strong><br />

(2006), Dodgson (1997), Perry et al. (2006) and from the literature on applied labour<br />

TNS Canadian Facts, Social and Policy Research 149

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