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zachwad47
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Homework Statement
Trying to find the total force felt by an average-weight man from his own gunshot plus a bullet incident on him, assuming negligible air resistance, static friction force, force lost to penetration, etc, based on the movie clip at . Have already calculated kinetic energy due to Harry's .44 round as appr 900 joules and that equal-and-opposite due to the baddie's shotgun blast as about 3300 joules, based on projectile weights of about .021 and .028 kg (.44 and shotgun) moving at around 300 and 490 m/s, respectively. This is giving me a total force felt (assuming negligible outside factors/energy loss and a totally elastic energy transfer) by the baddie of about 4300 joules... but from here, I am having a really hard time translating this to force or how much distance he *should* be thrown back. I have heard explanations about these sort of unrealistic gun knockbacks before and understand that the total force felt should never be enough to actually move an average-sized person any sizable distance (or the shooter EAO), but assuming a complete transfer of energy I am getting an output velocity which is even more unrealistic than the movie. I know I'm going wrong somewhere very simple but can't put my finger on it. Help!
Also guesstimating that he is knocked about 2m backwards over a 1s period...
Homework Equations
For Ek, f=ma, etc
The Attempt at a Solution
As above -- getting stuck!
Thanks for any advice you could give. This is what we midwesterners call a "brain fart"... I totally know how to do this but its just not coming to me. Do I have to apply a force only to a small bullet-sized area (again, assuming no penetration for simplicity's sake)?
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