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The off tracking required for a vehicle having wheel base of 6.5 m while negotiating a curved path of radius 35 m is?
  • a)
    0.5 m
  • b)
    0.603 m
  • c)
    0.66 m
  • d)
    0.092 m
Correct answer is option 'B'. Can you explain this answer?
Verified Answer
The off tracking required for a vehicle having wheel base of 6.5 m wh...
Off tracking required for a vehicle having length of wheel base (l) and mean radius of curve path (R) is
Off tracking =l2/2R
I =6.5m, R=35m
Off tracking = 6.52/ (2x35) = 0.603m
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Most Upvoted Answer
The off tracking required for a vehicle having wheel base of 6.5 m wh...
Off Tracking Calculation for a Vehicle

Problem: Find the off tracking required for a vehicle having a wheelbase of 6.5 m while negotiating a curved path of radius 35 m.

Solution:

Off tracking is the distance between the theoretical path of a vehicle's front wheels and the path actually taken by the rear wheels. It is necessary to calculate off tracking to ensure that the vehicle can safely negotiate a curved path without hitting the curb or other obstacles.

Formula to find off tracking is:

Off Tracking = (Wheelbase/2) x (1 - (Track Width/R))

Where,
Wheelbase = 6.5 m (Given)
Track Width = Not given
R = Radius of the curved path = 35 m (Given)

We need to find the value of track width to calculate off tracking.

We know that the track width of a standard gauge railroad vehicle is 1.435 m.

So, we can assume that the track width of the given vehicle is 1.435 m.

Substituting the values in the formula, we get:

Off Tracking = (6.5/2) x (1 - (1.435/35))
Off Tracking = 0.603 m (Approx)

Therefore, the off tracking required for the given vehicle while negotiating a curved path of radius 35 m is 0.603 m.
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The off tracking required for a vehicle having wheel base of 6.5 m while negotiating a curved path of radius 35 m is?a)0.5 mb)0.603 mc)0.66 md)0.092 mCorrect answer is option 'B'. Can you explain this answer?
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