A vertical curve starts at PVC at STA(200+00), ends at PVT at STA(216+00), with PVI at STA(208+00). g₁=3.59 and g₂ = -3.5%. If the elevation of PVC is Z, what is the elevation of the highest point of the pavement surface and the station number of this point? For this vertical curve, a dangerous object is 2.0 ft tall, and the driver's eye level is at 3.5 ft above the paveme surface. Calculate the driver's sight distance S. You may assume SSL to start your calculation. For this vertical curve, the design speed is 50 mph which requires SSD-423 ft. Do drivers have adequate sight distance?
A vertical curve starts at PVC at STA(200+00), ends at PVT at STA(216+00), with PVI at STA(208+00). g₁=3.59 and g₂ = -3.5%. If the elevation of PVC is Z, what is the elevation of the highest point of the pavement surface and the station number of this point? For this vertical curve, a dangerous object is 2.0 ft tall, and the driver's eye level is at 3.5 ft above the paveme surface. Calculate the driver's sight distance S. You may assume SSL to start your calculation. For this vertical curve, the design speed is 50 mph which requires SSD-423 ft. Do drivers have adequate sight distance?
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
Related questions
Question
![A vertical curve starts at PVC at STA(200+00), ends at PVT at STA(216+00), with PVI at STA(208+00). g₁-3.5%
and 9₂ = -3.5%. If the elevation of PVC is Z, what is the elevation of the highest point of the pavement surface and
the station number of this point?
For this vertical curve, a dangerous object is 2.0 ft tall, and the driver's eye level is at 3.5 ft above the pavement
surface. Calculate the driver's sight distance S. You may assume S≤ L to start your calculation.
For this vertical curve, the design speed is 50 mph which requires SSD-423 ft. Do drivers have adequate sight
distance?](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F3d5d566f-2b53-4da6-bfeb-0a50d2973774%2F68d3f56d-48f6-4f1d-abaf-de99923da576%2Fj6dcqqq_processed.png&w=3840&q=75)
Transcribed Image Text:A vertical curve starts at PVC at STA(200+00), ends at PVT at STA(216+00), with PVI at STA(208+00). g₁-3.5%
and 9₂ = -3.5%. If the elevation of PVC is Z, what is the elevation of the highest point of the pavement surface and
the station number of this point?
For this vertical curve, a dangerous object is 2.0 ft tall, and the driver's eye level is at 3.5 ft above the pavement
surface. Calculate the driver's sight distance S. You may assume S≤ L to start your calculation.
For this vertical curve, the design speed is 50 mph which requires SSD-423 ft. Do drivers have adequate sight
distance?
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