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Direction: For a portion of national highway where a descending gradient of 1 in 25 meets with an ascending gradient of 1 in 20, a valley curve needs to be designed for a vehicle travelling at 90 kmph based on the following conditions.
1. head light sight distance equal to the stopping sight distance (SSD) of a level terrain considering length of valley curve > SSD.
2. comfort condition with allowable rate of change of centrifugal acceleration = 0.5 m/sec³. Assume total reaction time = 2.5 seconds; co-efficient of longitudinal friction of the pavement = 0.35; height of head light of the vehicle = 0.75 m; and beam angle = 1°.

  1. What is the length of valley curve (in m) based on the comfort condition?
    1. 107.866 m
    2. 106.066 m
    3. 105.425 m
    4. 106.002 m
Correct Option: B

L =
NS²
(1.50 0.035S)

L =
0.09(153.6636)²
= 308.9641 m
(1.50 0.035 153.6636)

Lv = 2
NV³
1/2
C

= 2
0.09 × (0.278 × 90)³
1/2= 106.066 m
0.5



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