Kinetic Energy Lost in Crumple Zones

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SUMMARY

The discussion centers on calculating the kinetic energy lost during a collision between a car and a wall, specifically focusing on the role of crumple zones. Participants confirm that all kinetic energy can be absorbed by the wall, resulting in the car's speed dropping to zero post-collision. The formula for kinetic energy, KE = (1/2)mv², is emphasized, highlighting the necessity of considering the car's mass before and after the impact for accurate calculations. The conversation concludes that the energy lost is transformed into heat and sound during the collision.

PREREQUISITES
  • Understanding of kinetic energy formula (KE = (1/2)mv²)
  • Basic knowledge of physics principles related to collisions
  • Familiarity with the concept of crumple zones in automotive design
  • Ability to perform calculations involving mass and velocity
NEXT STEPS
  • Research the impact of crumple zones on vehicle safety and energy absorption
  • Explore advanced collision dynamics and energy transformation during impacts
  • Learn about the effects of different materials on energy absorption in crumple zones
  • Investigate real-world crash test data to analyze kinetic energy loss
USEFUL FOR

Automotive engineers, physics students, safety analysts, and anyone interested in vehicle collision dynamics and energy absorption mechanisms.

Physics_Student101
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Hi guys, i am working on a problem involving crumple zones, and i was wondering which formula would be best suited to discover the amount of energy lost due to heat and sound, during a collision between a car and a wall
 
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What was the car's initial kinetic energy? What is the car's kinetic energy after the collision? What do you think happened to all the missing energy?
 
how do i work out the cars kenetic energy after the impact if its only hitting a wall, do i make an assumption about its mass after the impact or am i able to work it out and is the mass after the impact even necessary
 
Hint: How fast is the car going after its collision with the wall?
 
id say 0, I am assuming all of the kinetic energy is absorbed by the wall, is that possible or does the car have to continue moving ?
 
"id say 0, I am assuming all of the kinetic energy is absorbed by the wall, is that possible or does the car have to continue moving ?"

It's not only possible, it's certain. The whole point of a "crumple zone" is to stop the car!

You also asked "do i make an assumption about its mass after the impact or am i able to work it out and is the mass after the impact even necessary?"

Yes, the mass after the impact is necessary since kinetic energy = (1/2)m v2. Even if the car fell apart, you would still use the entire car in the calculation! Why would its mass change at all?

So: you know the car's speed and mass and therefore kinetic energy before the collision. You know the car's speed and mass and therefore kinetic energy after the collision. What happened to the energy the car lost?
 

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