Nightcrawler
New member
Okay, being an avid fan of the movie Aliens, a writer for Planet Aliens vs. Predator, and a closet gun geek, I've often pondered the good ol' M41A Pulse Rifle from the movie.
Now, the weapon in the movie was made from a dressed up M1A1 Thompson, with a Reminton 870 attached under the barrel to form the pump action grenade launcher.
In the movie/games, it fires a 10x24mm caseless ammunition. Now, 10mm is rather big for a rifle bullet, but I'm going to say that with 22nd century technology and propellants, it can be propelled to suitable velocities for a rifle and the recoil can be tamed by an absorbtion system of some sort.
Without stretching things too far, let's say that the 10mm bullet is pointed, to make it aerodynamic, with a nominal weight of 150 grains. Let's say the propellant pushes it out to 2300 feet per second, which is fast enough for a 300 meters and in assault rifle. Naturally, a lighter bullet could be pushed faster and would be flatter shooting.
I'm not sure about how to calculate ballistic coefficients, but can anybody give me an approximate trajectory from the numbers I provided? Remember, the bullet isn't flat or round nosed, like a pistol round, it's pointed, like a rifle bullet.
Now, the weapon in the movie was made from a dressed up M1A1 Thompson, with a Reminton 870 attached under the barrel to form the pump action grenade launcher.
In the movie/games, it fires a 10x24mm caseless ammunition. Now, 10mm is rather big for a rifle bullet, but I'm going to say that with 22nd century technology and propellants, it can be propelled to suitable velocities for a rifle and the recoil can be tamed by an absorbtion system of some sort.
Without stretching things too far, let's say that the 10mm bullet is pointed, to make it aerodynamic, with a nominal weight of 150 grains. Let's say the propellant pushes it out to 2300 feet per second, which is fast enough for a 300 meters and in assault rifle. Naturally, a lighter bullet could be pushed faster and would be flatter shooting.
I'm not sure about how to calculate ballistic coefficients, but can anybody give me an approximate trajectory from the numbers I provided? Remember, the bullet isn't flat or round nosed, like a pistol round, it's pointed, like a rifle bullet.