Questions about mixing multiples
Posted: Tue Nov 08, 2022 4:21 am
With the same caliber and weight, how many times of mixing can achieve the kinetic energy of 7.67*39mm rifle bullet?
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In fact, I have used 12 times of pure oxygen and propane to accelerate a steel ball with a diameter of 10.5mm and a weight of 5g to 575m/s. According to the kinetic energy formula, this steel ball carries 800j of energy, which has far exceeded the kinetic energy of a 9mm pistol, so I think it is possible to surpass a rifle. The pressure doesn't seem to determine everything.jackssmirkingrevenge wrote: ↑Tue Nov 08, 2022 9:46 amFirearms generate tens of thousands of psi of chamber pressure, so if you keep the same caliber and projectile weight, achieving similar power is impractical with a hybrid.
Using a 50x mix and a 30 inch barrel with approximately 2:1 chamber:barrel volume ratio, I got 619 ft lbs, which is impressive but still less than half of the energy of a 7.62mm AK bullet.
If however we increase the caliber to 0.73", the same as a 12 gauge shotgun, and increase projectile weight to 30 grams, I can use the same barrel length and a smaller chamber:barrel volume ratio (although with a larger total volume) to match AK power levels at "only" 30x:
It's important to note that at these mix levels you need a very strong launcher construction, for the 30x is set disc failure at 3000 psi which is the working pressure of typical paintball/HPA bottles.
A 10.5mm projectile has 1.36 times the base area as a 9mm projectile, this means for example that if you have 1000 psi in the barrel, then there is 99 lbs pushing on the 9mm and 134 lbs pushing on the 10.5mm, so significantly more energy for the same pressure. If we simplify the calculation it means you can get the same force as the 9mm with 1000 psi using 750 psi for the 10.5mm.