7.6 Preview Sight Distance and Grade Perception at Vertical Curves

  • Preview sight distance measures the motorist sight distance required under the assumption they base their behaviors on a preview of the road surface and other cues that lie downstream. The concept applies to locations where a horizontal curve is initially beyond the driver’s line of sight (e.g., horizontal curves near the top of crest vertical curves, the bottom of sag vertical curves).
  • Design values in Table 7.3 specify required preview sight distances based on horizontal curve radius and curve type (i.e., simple, spiraled). After converting original values from meters, numbers were rounded to the nearest foot.
  • In Table 7.3, A is calculated using the following equation:

ST = Motorist perception-reaction time that falls on the roadway upstream of the point of curvature of the horizontal curve

SC = Amount of horizontal curvature needed for motorist to detect a curve

Table 7.3 Recommended Preview Sight Distances
Horizontal Curve Radius (ft) (1) Required PVSD (ft)
Simple Curve Spiraled Curve
A = 328 ft A=656 A = 984 ft
Sᵀ (2) Sᶜ (3) Sᵀ (4) Sᶜ (5) Sᵀ (6) Sᶜ (7) Sᵀ (8) Sᶜ (9)
1,312 430 164 351 187 217 305** 217 390**
1,969 361 203 308 207 217 289 217 390**
2,625 325 230 285 230* 217 282 217 384
3,281 305 249 272 249* 217 276 217 358
3,937 289 262 262 262* 217 272 217 338
4,593 279 272 256 272* 217 272* 217 322
5,249 272 272 253 272* 217 272* 217 302
5,906 266 272 249 272* 217 272* 217 282
6,562 262 266 246 266* 217 266* 217 266*
* = Minimum value; ** = Maximum value
  • To calculate preview sight distance for daytime conditions, use the line of sight from the motorist’s eye to the pavement marking. At night, headlamp illumination of pavement markings limits sight distance. As such, line of sight must reference headlamp height.

12 + 8 =

CONTACT:

Chris VanDyke

Research Scientist | Program Manager

chrisvandyke@uky.edu