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#3 |
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#5 |
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It takes less power to stop the bullet than in receiving the recoil at firing it. The force on of the bullet is equal to or less than the force of recoil. |
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#6 |
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You guys are right, but about the wrong thing. We are not talking about the bullet leaving the gun, we are talking about impact. |
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#7 |
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You guys are right, but about the wrong thing. We are not talking about the bullet leaving the gun, we are talking about impact. An impulse was provided to the bullet from the expanding gas. The force that projected the bullet is equal and opposite to the force provided to the hand gun. Since we ignore loss, the momentum of the bullet is completely conserved until it hits the glass, at this point the bullet contributes an impulse to the glass equal to its momentum over the period of time it went from top speed to stopped. You can assume that the time from gun powder combustion to the bullet leaving the barrel is approximately equal to the time that the bullet hit the glass to when it stopped moving forward. Same force, same impulse... conservation of momentum. |
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#8 |
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Assume no frictional/parasitic loss... |
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#9 |
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#10 |
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#12 |
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#13 |
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You guys are right, but about the wrong thing. We are not talking about the bullet leaving the gun, we are talking about impact. |
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#14 |
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So... If I have a .30 caliber rifle shooting a 220gr bullet @ 3300fps, how much energy would the bullet have in foot-pounds at the muzzle, and how many foot-pounds of recoil would have to be absorbed by the shooter?
![]() EDIT: Oh, out of a 26", 1-in-11.4" twist moly-coated tube... in case you needed that. Bullet's moly-coated with a ballistic coefficient of .629 and sectional density of .331... I've also got them w/ .631 and .323. |
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#16 |
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