How to Accurately Measure Vertical Distance in Projectile Experiments?

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SUMMARY

This discussion focuses on accurately measuring the vertical distance of a projectile released from a curved ramp in a physics experiment. The key factors include the radius of the circular part of the ramp and the height from which the ball is released. Participants emphasize the importance of using the center of the ball for measurements and applying the conservation of total energy principle. Additionally, the discussion touches on the complexities introduced by considering the rotational inertia of the ball.

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  • Understanding of projectile motion principles
  • Familiarity with conservation of energy concepts
  • Knowledge of measuring techniques in physics experiments
  • Basic concepts of rotational inertia
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  • Learn how to apply conservation of energy in projectile motion experiments
  • Research techniques for measuring vertical distances accurately in physics
  • Explore the effects of rotational inertia on projectile motion
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Students conducting physics experiments, educators teaching projectile motion, and anyone interested in the principles of measuring distances in experimental setups.

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Homework Statement


I have to investigate the relationship between the range of the projectile by the distance the ball is released from the curved ramp. I want to measure the the vertical distance the ball is released when on the curved ramp which is placed on a table.


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The Attempt at a Solution



I have tried to measure the vertical distance by placing a ruler next to where the curved ramp is clamped but i find it hard to measure the distance the ball is from the ball accurately. What can i do inorder to accurately measure the vertical distance?

I'm also unsure if i should measure from the centre of the ball or the peak of the ball when measuring the vertical distance. Where shall i measure from?

 
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marlon

edit : assume the ball to be a point particle (approximation) you must apply conservation of total energy. What you need to know is the radius of the circular part of the ramp. The height from which you release the object on that ramp can be measured as well as the range.

If you want to bring in the I tensor (ie rotational inertia), then things get slightly more complicated.
 
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