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Pages 29-36

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From page 29...
... 29 C h a p t e r 6 This chapter discusses the first research question: What defines the curve area of influence? Drivers begin to react to a curve at some distance upstream.
From page 30...
... 30 reaction point to represent normal driving. Data were extracted for each curve of interest for a distance of 400 m (1,312.3 ft)
From page 31...
... 31 A second model was developed for traces for 11 curves in Indiana for which multiple drivers were available. A Bayesian hierarchical change point model is as follows: ( )
From page 32...
... 32 Figure 6.3. Fitted speed models for Indiana curves.
From page 33...
... 33 before the point of curvature, and the closest reaction point was approximately 13 m (42.7 ft) before the point of curvature, with the mean reaction point about 179 m (587.3 ft)
From page 34...
... 34 Figure 6.7. Fitted pedal position models for New York curves.
From page 35...
... 35 were coded as 0 for inside and 1 for outside, so this estimate indicates that the reaction point moves on average about 2 m (6.6 ft) further from the point of curvature when the driver is traveling on the outside of the curve.
From page 36...
... 36 of getting a driver's attention. Additionally, drivers traveling at appropriate speeds do not need to reduce speed to the same extent on curves without advisory speeds as for curves where deceleration is necessary.

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