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evel and the through chainage of the intersection point of the two gradients are 93.60m and 66 alculate the chainage and reduce levels of the highest point on the proposed vertical curve.

evel and the through chainage of the intersection point of the two gradients are 93.60m and 66 alculate the chainage and reduce levels of the highest point on the proposed vertical curve.

Structural Analysis
Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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A parabolic vertical curve having equal tangent lengths is to connect a rising gradient of 1.0% and a falling gradient of 1.5% respectively. The reduced level and the through chainage of the intersection point of the two gradients are 93.60m and 6671.34m. If the length of the vertical curve is 200m, calculate the chainage and reduce levels of the highest point on the proposed vertical curve. O A. 6671.32m; 93.00m O B. 6685.09m; 93.19m O C. 6753.84m; 93.19m O D. 6602.25m; 92.57m
Transcribed Image Text:A parabolic vertical curve having equal tangent lengths is to connect a rising gradient of 1.0% and a falling gradient of 1.5% respectively. The reduced level and the through chainage of the intersection point of the two gradients are 93.60m and 6671.34m. If the length of the vertical curve is 200m, calculate the chainage and reduce levels of the highest point on the proposed vertical curve. O A. 6671.32m; 93.00m O B. 6685.09m; 93.19m O C. 6753.84m; 93.19m O D. 6602.25m; 92.57m
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