CharlieNC
Gold $$ Contributor
Does the performance of a bullet upon impact simply boil down to kinetic energy, KE = 1/2 MV^2 as typically touted by the high velocity advocates? My friends who run a long range steel shooting facility observe this is not always the real world result, and it is often easier to spot impacts on steel or misses on dirt with the slower, heavier bullets.
For fun I decided to compare a couple of cases. Being so long since looking at the calculations I googled "ballistic pendulum" for a refresher, and you will find many reports and videos on the topic; fortunately they are all very consistent as this is an age old study. A few primary points:
- The impact of a bullet on an object is an inelastic collision. In this case the laws of conservation of momentum, P=Mass*Velocity apply. While there is conservation of energy, there is NOT conservation of kinetic energy. Energy is the ability to do work and can take many other forms rather than KE.
- The ballistic pendulum is a block hanging on a string, and when impacted by a bullet it swings upward in an arc. The height,h, to which it is lifted upon swinging represents the conversion of the kinetic energy imparted by the bullet, into potential energy due to the gravitational effect on the target mass as PE = Mgh. There is a significant loss of kinetic energy during this transition into potential energy.
Example
Shoot a 10lb steel plate target at 1000 yards. Consider a 178 gr 308 impacting at 1045fps vs a 105gr 6mm impacting at 1500fps.
- Impact KE: 308 @ 432ft-lb 6mm @525ft-lb
308 @ 586 Joules 6mm @712 Joules
- Impact Momentum: 308 @ 3.68 kg-m 6mm@ 3.11 kg-m
So the 6mm hits with more kinetic energy, but the 308 with more momentum. What about the effect on the target, ie how does the steel plate on the hook behave?
- Target velocity: 308 @ 32 inches/sec 6mm@ 27 inches/sec
- Target height: 308@ 1.3 inches 6mm@ 0.9 inches
Thus the 308 will move the steel plate faster and higher upon impact due to its higher momentum vs the faster 6mm which has more kinetic energy. Interestingly in this case over 99% of the kinetic energy is lost during the impact!
So what? If you are shooting steel targets and need to see impacts better, meaning you can spot misses easier and have less risk of the spotter not seeing the impact on the steel plate then momentum vs kinetic energy is the answer. This evidently goes against most of what you have seen advertised.
What about hunting? Bullet performance ( expansion, fragmentation, etc) plays a dominant role and is dependent on impact velocity. This is much more complex than these simple formulas can begin to approach, meaning it is also much more than simply assuming the highest KE round is superior as inferred by many manufacturers.
This is insight from a novice and meant to be a seed for discussion vs a definitive answer, and I would be interested in insight from others who have considered this more so than I.
For fun I decided to compare a couple of cases. Being so long since looking at the calculations I googled "ballistic pendulum" for a refresher, and you will find many reports and videos on the topic; fortunately they are all very consistent as this is an age old study. A few primary points:
- The impact of a bullet on an object is an inelastic collision. In this case the laws of conservation of momentum, P=Mass*Velocity apply. While there is conservation of energy, there is NOT conservation of kinetic energy. Energy is the ability to do work and can take many other forms rather than KE.
- The ballistic pendulum is a block hanging on a string, and when impacted by a bullet it swings upward in an arc. The height,h, to which it is lifted upon swinging represents the conversion of the kinetic energy imparted by the bullet, into potential energy due to the gravitational effect on the target mass as PE = Mgh. There is a significant loss of kinetic energy during this transition into potential energy.
Example
Shoot a 10lb steel plate target at 1000 yards. Consider a 178 gr 308 impacting at 1045fps vs a 105gr 6mm impacting at 1500fps.
- Impact KE: 308 @ 432ft-lb 6mm @525ft-lb
308 @ 586 Joules 6mm @712 Joules
- Impact Momentum: 308 @ 3.68 kg-m 6mm@ 3.11 kg-m
So the 6mm hits with more kinetic energy, but the 308 with more momentum. What about the effect on the target, ie how does the steel plate on the hook behave?
- Target velocity: 308 @ 32 inches/sec 6mm@ 27 inches/sec
- Target height: 308@ 1.3 inches 6mm@ 0.9 inches
Thus the 308 will move the steel plate faster and higher upon impact due to its higher momentum vs the faster 6mm which has more kinetic energy. Interestingly in this case over 99% of the kinetic energy is lost during the impact!
So what? If you are shooting steel targets and need to see impacts better, meaning you can spot misses easier and have less risk of the spotter not seeing the impact on the steel plate then momentum vs kinetic energy is the answer. This evidently goes against most of what you have seen advertised.
What about hunting? Bullet performance ( expansion, fragmentation, etc) plays a dominant role and is dependent on impact velocity. This is much more complex than these simple formulas can begin to approach, meaning it is also much more than simply assuming the highest KE round is superior as inferred by many manufacturers.
This is insight from a novice and meant to be a seed for discussion vs a definitive answer, and I would be interested in insight from others who have considered this more so than I.