Calculat the negative acceleration on a vehicle during skid.

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SUMMARY

The discussion centers on calculating the negative acceleration of a vehicle during a skid, given a total stopping distance of 50 meters, a driver reaction time of 1 second, and a coefficient of sliding friction of 0.58. The initial velocity is approximated at 36.66 m/s, derived from the equation D = V² / (2μg). Participants emphasize the importance of separating the problem into thinking distance and braking distance to accurately determine the negative acceleration.

PREREQUISITES
  • Understanding of kinematic equations in physics
  • Familiarity with the concept of friction coefficients
  • Basic knowledge of vehicle dynamics
  • Ability to perform calculations involving acceleration and distance
NEXT STEPS
  • Study the derivation and application of the equation D = V² / (2μg)
  • Learn how to calculate thinking distance and braking distance separately
  • Explore the effects of different coefficients of friction on vehicle stopping distances
  • Investigate real-world applications of negative acceleration in vehicle safety systems
USEFUL FOR

This discussion is beneficial for physics students, automotive engineers, and safety analysts focused on vehicle dynamics and stopping distance calculations.

NeedHelpBro
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Homework Statement


Total Stopping distance = 50 meters
Driver Reaction Time = 1 Seconds
Coefficient of sliding friction = 0.58

Homework Equations


D=(Total Distance)=V^2/2μg

The Attempt at a Solution


v≈36.66 (Initial Velocity) but I am sure what do after this step to find the negative acceleration, it would help if you just provide the formula to use.[/B]
 
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NeedHelpBro said:

Homework Statement


Total Stopping distance = 50 meters
Driver Reaction Time = 1 Seconds
Coefficient of sliding friction = 0.58

Homework Equations


D=(Total Distance)=V^2/2μg

The Attempt at a Solution


v≈36.66 (Initial Velocity) but I am sure what do after this step to find the negative acceleration, it would help if you just provide the formula to use.[/B]

Aren't you studying physics? Why can't you find a formula in your text? You wrote some formula in the OP. Why isn't that the correct formula? Where did it come from? Were there other formulas there?
 
Split the problem into two parts.. thinking distance and braking distance.
 

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