Bullet Energy Transfer (Stopping Power)

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SUMMARY

The forum discussion focuses on the experimental setup for measuring the "stopping power" of various defensive handgun loads using ballistic gel. The proposed method involves calculating stopping power as a function of kinetic energy and penetration distance, specifically using the formula for work: work = mass * acceleration * distance travelled. The discussion emphasizes the importance of accurately measuring the force exerted by the bullet as it travels through the gel, ensuring that the experimental design effectively captures the necessary data for analysis.

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  • Understanding of kinetic energy and its relation to projectile motion.
  • Familiarity with ballistic gel and its use in testing ammunition.
  • Knowledge of basic physics formulas, particularly work and force calculations.
  • Experience with experimental design and data collection methods.
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  • Learn about the physics of deceleration and its impact on stopping power.
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Ballistics researchers, firearms enthusiasts, and anyone involved in the testing and evaluation of ammunition performance.

cackermann
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I'm working on setting up an experiment to test, calculate and compare the "stopping power" of various defensive handgun loads. This experiment assumes that "stopping power" is some sort of calculation like "power"/penetration distance, meaning that the higher the "power" and shorter the penetration distance the better.

The experiment I'm looking at would be a column of ballistic gel on a scale or some such device that will chart the downward force throughout the experiment, and then fire the round straight down into the gel.

So what I'm wondering is: first, does my concept of "stopping power" seem reasonable; second, what would you guys recommend as the best way to measure/calculate the "power" of the round; third, am I going about this all wrong or does the experiment setup seem reasonable?

Thanks!
 
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your stopping power looks like force.

work = mass * acceleration * distance travelled

so the bullet comes in with X amount of kinetic energy and loses it all traveling some distance Y so that the stopping force on it was mass* deceleration that occurred.
 
jedishrfu said:
your stopping power looks like force.

work = mass * acceleration * distance travelled

so the bullet comes in with X amount of kinetic energy and loses it all traveling some distance Y so that the stopping force on it was mass* deceleration that occurred.

Outstanding, thank you. This makes total sense.
 

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