Okay, now we're getting somewhere. Using 120fps as the velocity in the muzzle energy formula of (V2/450,000)*Wt. we get (14,400/450,000)230=7.36 ft/# energy for a 230gr. 45 ACP. The impact energy would be half that for a 115gr 9mm round. I don't see those figures as allowing the projectile to penetrate a skull.ScottDLS wrote:This is the formula for Terminal Velocity in a vacuum. Hence it only varies with the height and gravity. In a vacuum the bullet would return with exactly the same velocity as when fired (if fired perfectly vertically at < escape velocity). This ignores friction of the atmosphere, which practically limits falling objects to about 120fps if they don't have any downward velocity to begin with.Charles L. Cotton wrote:Well, I found this but it's Greek to me!Charles L. Cotton wrote:You may be right, but do you have a formula to calculate the energy at various bullet weights? I recall the Myth Busters episode and if I recall correctly, the rounds barely cracked the dirt that appeared to be something in a dry river bed.LoneStarTx wrote:Sorry but that is just a tv show. The physics say otherwise. The bullet will free fall to terminal velocity with more than enough energy to penetrate the skull. Remember the advice that a penny dropped from a tall building can kill? Any bullet is much heavier and will fall from greater height.The Wall wrote:They had this on Myth Busters. Basically they showed that if you shoot straight up into the air it won't kill you. If you shoot it at an angle other than straight up it could have enough velocity to injure or kill depending on the angle. Not something anyone should be doing regardless.
Chas.
Chas.
The bullet or the penny will be highly unlikely to penetrate the skull with their vertical velocity.
While I don't work as a Physicist...I DO have a degree in Physics and ballistics was within my course of study...
I bet this is less energy than the muzzle energy of a Daisey Red Rider BB gun. I think I'll try to find the velocity and BB weight to calculate this number.
I still don't shoot in the air to celebrate, but I'm curious about this falling bullet theory.
Chas.