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5.2. SR 07-24-2000
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5.2. SR 07-24-2000
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Synthesis of Safety Research Related to Speed and Speed Management - Turner-Fairbank.. Page 4 of' 25 <br /> <br />If conflicts created by large differences in travel speeds were a major factor in the likelihood of <br />crashes, then one might expect to find a large number of crashes involving two or more vehicles <br />traveling in the same direction. Cerrilli (1997) found less than one-third of all crashes and 5 <br />percent of all fatal crashes in 1996 involved two or more vehicle traveling in the same direction. <br />Many of these likely occurred as a consequence of a vehicle slowing or stopping for cause (i.e., <br />to make an intended maneuver or avoid striking a stopped vehicle or other hazard) and being <br />struck from behind by a vehicle following too closely or going too fast for the driver to stop in time <br />to avoid the collision. By far, the predominant crash type on rural roads is a single vehicle running <br />off the road. <br /> <br />In a review of the issues associated with speed and traffic safety, Fildes and Lee (1993) reported <br />that little research was conducted concerning the relationship between speed and crash <br />involvement during the 1970s and 1980s. Lave (1985) revived the issue of speed variance as a <br />contributor to crashes, suggesting that raising the speed limit would result in fewer crashes in <br />situations where variance was reduced by the higher limit. Lave concluded that "speed limits <br />designed to reduce the fatality rate should concentrate on reducing variance. This means taking <br />action against slow drivers as well as fast ones." Similarly, Garber and Gadiraju (1988) reported <br />that crash rates increased with increasing variance on all types of roadways and that speeds <br />were higher on roads with higher design speeds, irrespective of the posted speed limits. They <br />reported minimal variance when the posted speed limit was fewer than 16 km/h (10 mi/h) below <br />the design speed of the road. In the analysis, the researchers combined data from different road <br />types (e.g., rural two-lane, urban freeway, and rural freeway) which could lead to spurious results. <br /> <br /> n Da¥($olormn, 1984)l-brkeyet al. (lggo) L ....... <br />.............. · N0htCSolorron, 19§4) ~ ~standDJnn(1971)/ <br /> Ill~ilo (1968) Hauer (1971) ! · <br /> <br /> · <br /> <br />-22.5 -17.5 -12.5 -7.5 -2.5 25 7.5 12.5 17.5 22.5 <br /> <br /> Deviation from mean speed, mi~h <br /> <br /> Figure 4. Crash involvement and over, king rates relative to average rate and speed. <br /> <br />Speed And The Severity Of Crashes <br />The relationship between vehicle speed and crash severity is unequivocal and based on the laws <br />of physics. The kinetic energy of a moving vehicle is a function of its mass and velocity squared. <br />Kinetic energy is dissipated in a collision by friction, heat, and the deformation of mass. <br />Generally, the more kinetic energy to be dissipated in a collision, the greater the potential for <br />injury to vehicle occupants. Because kinetic energy is determined by the square of the vehicle's <br />speed, rather than by speed alone, the probability of injury, and the severity of injuries that occur <br />in a crash, increase exponentially with vehicle speed. For example, a 30-percent increase in <br />speed (e.g., from 50 to 65 mi/h [80 to 105 km/h]) results in a 69-percent increase in the kinetic <br />energy of a vehicle. <br /> <br />http://www.ntl.bts.gov/ntl/DOCS/speed/speed.htm 07/19/2000 <br /> <br /> <br />
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