Shooting a .45 caliber hand gun on the moon launches you a mile?

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Shooting a .45 caliber handgun on the moon does not launch the shooter a significant distance due to the principles of physics, specifically Newton's third law. Calculations show that the energy transferred to the shooter is minimal, resulting in a very small movement of only a few millimeters. The bullet's energy, while substantial, does not equate to a proportional reaction for the shooter, especially considering the moon's lower gravity. Even at maximum bullet speed, the distance traveled by the shooter remains negligible compared to the vast distance to a base. Overall, the handgun's utility in a survival scenario on the moon is limited.
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Shooting a .45 caliber hand gun on the moon "launches" you a mile?

My co-worker and I were having a discussion about an activity that he did while at a teachers math conference. The activities was to rate the importance of objects. There were 15 objects and you are stranded on the moon 200 miles away from your base. One of the objects was a .45 caliber handgun with 2 rounds of ammunition. I put this as low importance (along with the matches lol) because there's nothing that's after you and it's not going to "launch" you any significant amount of distance. My co-worker had said that the guy running the activities put it higher because it can launch you a mile or two. I am a sophomore civil engineering student and I'm in a dynamics class right now so I did my own basic calculations to see how far you could go. What I found on the internet is a .45 caliber bullet fired from a handgun has anywhere from 500-1000 joules of energy. I am not sure if the expelled gasses would make a significant difference.

For my calculations I gave the bullet 1500 joules just to see what happens and to try to account for the expelled gasses.
What I got is

Newton's third law is every action has a equal and opposite reaction.
1500 joules in the bullet means 1500 joules transferred to the man firing it.

Let's say the man is 200 lb on Earth so about 90kg.
1500 joules / 90kg = 16.666666 m/s after shot

Let's say he fires it at 45 degrees towards the ground for max distance.
Vxi=16.66666cos(45)
Vyi=16.66666sin(45)

Kinematics equation for constant acceleration
Vf=Vi+at

Assume it's relatively flat and moons gravity is 1/6 of Earth's
Vyf=-16.66666sin(45)

-16.66666sin(45)=16.66666sin(45)+(-9.81/6)t
t=14.416

Distance in x direction is velocity times time
Distance=16.66666cos(45)*14.416
Distance is about 170 meters making the bullet fairly insignificant as your 200 miles from base and you have a lot of gear with you. If there's anything I'm not accounting for or if I messed up somewhere let me know.
 
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The energy given to the bullet isn't the same as the energy given to the shooter. The momentum is equal to that of the bullet. (and in opposite direction of course)
Because of this your answer is much too high, and the distance is really insignificant.

You can't really answer the question without knowing the speed of the bullet.
suppose you have a 0.015 kg bullet going at 400 m/s, This is about as heavy and fast as a .45 pistol bullet can get. The energy is 1200 J.

The momentum of the bullet is 400 * 0.015 = 6 kg m/s

A 90 kg astronaut will have the same momentum with a speed of only 6/90 = 0.067 m/s
Flying time will be only 0.06 seconds, and the shooter will move only 4 mm.
 
willem2 said:
The energy given to the bullet isn't the same as the energy given to the shooter. The momentum is equal to that of the bullet. (and in opposite direction of course)
Because of this your answer is much too high, and the distance is really insignificant.

You can't really answer the question without knowing the speed of the bullet.
suppose you have a 0.015 kg bullet going at 400 m/s, This is about as heavy and fast as a .45 pistol bullet can get. The energy is 1200 J.

The momentum of the bullet is 400 * 0.015 = 6 kg m/s

A 90 kg astronaut will have the same momentum with a speed of only 6/90 = 0.067 m/s
Flying time will be only 0.06 seconds, and the shooter will move only 4 mm.
Oops I just looked at the energy on the wiki page for .45 caliber handguns and for some reason (maybe it's because it's 1am) thought joules was momentum. Thanks for double checking my work.Helium walks into a bar and the bartender says, "we don't serve noble gases here." He doesn't react.
 
Fire a gun horizontally on Earth and what happens to the shooter? Would it be much different on the moon?
 
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