Catapult Projectile Range: Calculate w/Varied Mass

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SUMMARY

The theoretical range of a projectile launched from a catapult at a 45-degree angle is independent of the projectile's mass, assuming air resistance is negligible and launch velocity remains constant. The discussion highlights the mechanics of a catapult functioning similarly to a see-saw, where a counterweight is lifted and released. Participants seek equations to calculate the projectile's range for comparison with experimental results. The key takeaway is that mass does not affect range under the specified conditions.

PREREQUISITES
  • Understanding of projectile motion principles
  • Familiarity with basic physics equations for range calculation
  • Knowledge of catapult mechanics and design
  • Ability to perform experiments and compare theoretical results
NEXT STEPS
  • Research the equations of motion for projectile motion
  • Explore the effects of air resistance on projectile range
  • Investigate different catapult designs and their efficiencies
  • Learn about energy transfer in mechanical systems like catapults
USEFUL FOR

This discussion is beneficial for physics students, engineers designing catapults, and hobbyists interested in projectile motion and mechanical systems.

1234asdf
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a catapult that shoots at 45 degrees, with counterweight on one side.
the catapult is similar to a see-saw, where projectile is placed on one end, and the counterweight to another end.
the counterweight is lifted to a 45degrees and released.

is there any way to find the theoretical range of the projectile... when changing the projectile mass.
 
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Welcome to PF,

If one ignores air resistance and assumes that the launch velocity is invariant, then the range of the projectile will be independent of it's mass.
 
Last edited:
thanks for the prompt reply.
i was wondering whether there are any equations to find the theoretical range of the projectile been thrown off the catapault. as I am comparing my results to the theoretical results.
 

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