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Evaluating Alternative Operations Strategies to Improve Travel Time ...

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SHRP 2 L11: Final Appendices<br />

Comment #10:<br />

Because the experts we consulted differ on the validity of applying Black-Scholes <strong>to</strong> valuing<br />

reductions in travel time variability, SHRP 2 Reliability staff held a number of supplemental<br />

conversations <strong>to</strong> determine under what circumstances Black-Scholes might continue <strong>to</strong> be useful.<br />

Both a member of SHRP 2 Staff and one of the reviewers suggested that the options theoretic<br />

approach might be useful for ranking different ways <strong>to</strong> improve travel time reliability even though<br />

one cannot be confident that calculated values from Black-Scholes have absolute meaning.<br />

Response #10:<br />

We believe that the measurement technique proposed is much more consistent and transparent than<br />

one-off S-P or R-P findings. The value of travel time is already a necessary input <strong>to</strong> the travel<br />

demand modeling process; our work simply extends the application of those time values <strong>to</strong> timecertain<br />

equivalents of variables measures. Empirically, experienced travel modelers such as Blaine<br />

have observed that traffic assignment became more realistic when our measure of the “impedance”<br />

of volatility was included in link impedance specifications (for freeways).<br />

Comment #11:<br />

Reliability Project L11 brings <strong>to</strong> the attention of practitioners and decision makers an analytic<br />

method that often is superior <strong>to</strong> traditional discounted cash flow or discounted present value<br />

analysis. This is a valuable silver lining of this research and represents a contribution <strong>to</strong> the field<br />

even if a consensus cannot be reached on the validity and applicability of the options theoretic<br />

approach <strong>to</strong> imputing the economic value of improvements in travel time reliability.<br />

Response #11:<br />

This method is a contribution <strong>to</strong> the field and we also feel, that the approach provides advantages<br />

over the S-P and R-P methods, as we detailed in Appendix B.<br />

Recurring Event Reliability Valuation Example<br />

The Issue<br />

The transportation agency oversees a stretch of highway that experiences significant and variable<br />

congestion in the a.m. peak period (6:00 a.m.-10:00 a.m.). This facility is 10 miles long, running<br />

north/south, with the central business district (CBD) at the north end of the facility. Graphically,<br />

the speed and variability characteristics of this facility are akin <strong>to</strong> those depicted in Figure B.5. The<br />

large dip in speed at around 8 am reflects the slower commuting times during the peak, relative <strong>to</strong><br />

the other time blocks on the facility. The variability or unreliability in speed (as measured by the<br />

standard deviation of speeds over the course of a year) also seems greater during the peaks.<br />

As the a.m. peak-period speed and variability suggest, users on the facility face additional costs in<br />

the form of extra time lost while traversing the facility due <strong>to</strong> travel-time variability. The agency is<br />

interested in knowing the value of the time that would be saved if a strategy that would improve<br />

travel-time reliability was implemented. This would help the agency <strong>to</strong> perform a Benefit-Cost<br />

Analysis (BCA) for the strategy and decide whether it is worth implementing.<br />

DETERMINING THE ECONOMIC BENEFITS OF IMPROVING TRAVEL-TIME RELIABILITY Page B-40

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