Reasons for miscalculation of spring work and change in ke

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Discussion Overview

The discussion revolves around the discrepancies between calculated and experimental values related to the work done by a spring and the resulting kinetic energy of a projectile. Participants explore factors affecting the projectile's motion after being launched by a compressed spring, including the spring constant and the effects of cutting the spring.

Discussion Character

  • Exploratory, Technical explanation, Debate/contested

Main Points Raised

  • One participant expresses confusion over differing results between calculated and experimental values for the height a projectile reaches when launched by a spring, suggesting potential factors like friction and the weight of the spring were not considered.
  • Another participant inquires about how cutting the spring affects its stiffness and the average force exerted, questioning whether it would result in a higher or similar launch height.
  • A third participant suggests that the discrepancies may arise from breaking the ideal conditions of Hooke's law due to excessive compression of the spring, indicating that a detailed description of the experimental setup could help identify the issue.

Areas of Agreement / Disagreement

Participants have not reached a consensus, as there are multiple competing views regarding the factors influencing the projectile's motion and the implications of cutting the spring.

Contextual Notes

Limitations include the lack of consideration for friction and the weight of the spring in the calculations, as well as the potential breaking of ideal conditions associated with Hooke's law.

Who May Find This Useful

Individuals interested in experimental physics, spring mechanics, and projectile motion may find this discussion relevant.

uknew
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can anyone help me in figuring out why i got different answers in my calculated value to my experiment value (or maybe its normal) when i calculated the approximate distance a projectile would shoot up when i compressed a spring thru a distance. i calculated the spring constant and found the final velocity of the projectile once in projectile motion(which would make it its initial as a projectile).i checked the distance it traveled vertcally.compred it to my calculated one and they were very different. can anyone help explain why?friction, weight of the spring were not considered.thank
 
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also how does cutting the spring change the stiffness or av. forfce exerted. ?will it go higher or the same?any help is good
 
Hooke's law is under idealized conditions that you probably broke by compressing the spring as far as possible - at least this is a typical thing to do when shooting things up with springs. A full description of the setup and how you extracted the spring constant would allow us to better spot the problem
 
oh ok thanks
 

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