Investigation of energy conservation using poppers

Authors

  • Nimya Badmin Science & Engineering Magnet Program , Manalapan High School image/svg+xml
  • Kyle Koping Science & Engineering Magnet Program , Manalapan High School image/svg+xml
  • Ella Pechersky Science & Engineering Magnet Program , Manalapan High School image/svg+xml

DOI:

https://doi.org/10.64804/mjhvfp73

Keywords:

conservation of energy, potential energy, kinetic energy, velocity, maximum height, FizziQ, digit, mean, standard deviation, t-test, error, force, deviation

Abstract

Rudolf Clausius proposed that energy cannot be created or destroyed, only transformed. This proposal is the basis of the first law of thermodynamics, the conservation of energy. This law indicates that for an object undergoing vertical motion, the initial kinetic energy is equal to the gravitational potential energy at the highest point in an ideal system. Therefore, we tested the validity of his claim. We measured a popper toy’s velocity immediately after launching and at its maximum height using video digitization. We then calculated its mechanical energy to test whether energy was conserved throughout the launch. We carried out a one-sample t-test using the differences in mechanical energy to determine whether the energies at both flight points were equal. The analysis provided no statistically significant evidence that the mechanical energy of the popper was not conserved, which is consistent with Clausius’ theory of conservation of energy.

References

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C. Chazot and U. Delabre, Using smartphones to perform kinematic analysis in sports with the FizziQ app: example of the pole vault, The Physics Teacher 63, 791 (2025). DOI: https://doi.org/10.1119/5.0174195

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Published

2026-05-17

Data Availability Statement

Data and code are provided at https://github.com/devangel77b/427kkoping-lab3

Issue

Section

Articles

How to Cite

Badmin, N., Koping, K., & Pechersky, E. (2026). Investigation of energy conservation using poppers. Journal of Science & Engineering, 2(5), 102-105. https://doi.org/10.64804/mjhvfp73

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