Direct measurement of Kinetic Energy

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SUMMARY

The discussion focuses on the direct measurement of kinetic energy through experiments involving mass dropped from a height, confirming the conservation of potential and kinetic energy. Key methods include measuring mass, displacement, and time to derive instantaneous velocity, which is essential for calculating kinetic energy. A notable reference is the article in Physics Teacher Vol. 33, page 276, which details an experiment using plasticine to measure the rolling friction coefficient and the relationship between drop height and indentation volume. The use of PASCO motion sensors is recommended for measuring instantaneous velocity accurately.

PREREQUISITES
  • Understanding of gravitational potential energy and kinetic energy concepts
  • Familiarity with basic physics measurements: mass, displacement, and time
  • Knowledge of calculus for deriving instantaneous velocity from displacement
  • Experience with motion sensors, specifically PASCO equipment
NEXT STEPS
  • Research the principles of conservation of energy in physics experiments
  • Explore the use of PASCO motion sensors for measuring velocity in experiments
  • Study the article "Using plasticine to measure the rolling friction coefficient" for practical applications
  • Investigate methods to calculate kinetic energy from measured velocity
USEFUL FOR

Physics students, educators conducting experiments on energy conservation, and researchers interested in practical applications of kinetic energy measurement.

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Is there a direct experiment to determine the kinetic energy of a mass droped from a height to confirm the conservation of potential & kinetic energy?
 
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why not measure the velocity...?
am i missing something here?
 
kfstarrs said:
Is there a direct experiment to determine the kinetic energy of a mass droped from a height to confirm the conservation of potential & kinetic energy?

One can measure mass, distance/displacement, and time, and changes thereof.

The difference in gravitational potential energy is just product of the weight, mg, and the displacement (along the gradient, i.e. perpendicular to the 3D surface of constant gravitational potential) in the gravitational field.

As fargoth mentioned, one must measure, or rather determine the velocity, which is done my measuring displacement and time, determining the displacement as a function of time, the derivative of which is speed (magnitude of velocity). Knowing the instantaneous speed, one can determine (derive) the instantaneous kinetic energy.
 
Last edited:
An article in Physics Teacher Vol. 33 page 276 titled "Using plasticine to measure the rolling friction coefficient." describes how the authors determined the relationship between the height from which an iron ball is dropped onto a piece of plasticine and the volume of the indentation made in the plasticine by the iron ball. The totally inelastic collision ensures that all of the kinetic energy of the ball is absorbed by the modelling clay.
 
Astronuc said:
One can measure mass, distance/displacement, and time, and changes thereof.
The difference in gravitational potential energy is just product of the weight, mg, and the displacement (along the gradient, i.e. perpendicular to the 3D surface of constant gravitational potential) in the gravitational field.
As fargoth mentioned, one must measure, or rather determine the velocity, which is done my measuring displacement and time, determining the displacement as a function of time, the derivative of which is speed (magnitude of velocity). Knowing the instantaneous speed, one can determine (derive) the instantaneous kinetic energy.
How can we measure instantaneous velocity? Any instruments to do that?
I don't want your calculation algorithm, I know that anyway.
 

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