na certain road construction, it was decided to connect a forward tangent of 3% and a back tangent of -5% by a 200m symmetrical parabolic curve. It was discovered that the grade intersection at station 10+100 whose elevation is 100m falls on a rocky section with an outcrop of 2.67m directly above the grade ntersection. To avoid rock excavation, the project engineer decided to adjust the vertical parabolic curve in such a way that the curve will just clear the rock without altering the position of PVC and the grade of the tangents.

Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
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In a certain road construction, it was decided to connect a forward tangent of 3%
and a back tangent of -5% by a 200m symmetrical parabolic curve. It was
discovered that the grade intersection at station 10+100 whose elevation is 100m
falls on a rocky section with an outcrop of 2.67m directly above the grade
intersection. To avoid rock excavation, the project engineer decided to adjust the
vertical parabolic curve in such a way that the curve will just clear the rock
without altering the position of PVC and the grade of the tangents.
A) Determine the total length of the new parabolic curve.
B) Determine the stationing and elevation of the new PVT
C) Determine the elevation of the lowest point of the curve.
Transcribed Image Text:In a certain road construction, it was decided to connect a forward tangent of 3% and a back tangent of -5% by a 200m symmetrical parabolic curve. It was discovered that the grade intersection at station 10+100 whose elevation is 100m falls on a rocky section with an outcrop of 2.67m directly above the grade intersection. To avoid rock excavation, the project engineer decided to adjust the vertical parabolic curve in such a way that the curve will just clear the rock without altering the position of PVC and the grade of the tangents. A) Determine the total length of the new parabolic curve. B) Determine the stationing and elevation of the new PVT C) Determine the elevation of the lowest point of the curve.
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