What’s the most power possible from an Impact?

For those curious how my theoretical calculations may scale...here is my formula ran for the umarex gauntlet. 50 cal, 29.5" barrel 3k psi regulated. Note: I do not know all the micro variables required to be very accurate. These are using standardized deductions for a few micro variables, these deductions are static and I do not change them...ever.



Gr (claimed) FPS FPE (predicted..) FPS FPE

180 Umarex® ARX® 1100 484 1112 494 = 98.9% accuracy on velocity
200 Lead 1055 495 1075 513 = 98.1% accuracy on velocity
250 Lead 1000 555 1004 559 = 99.6% accuracy on velocity ;)
275 Lead 945 545 977 583 = 96.7% accuracy on velocity
300 Lead 930 576 953 606 = 97.5% accuracy on velocity
330 Lead (Lyman) 935 641 930 634 = 99.4% accuracy on velocity
350 Lead (Lyman) 875 595 916 652 (not sure why they lost power going up in weight here, likely poorly sized ammo / leakage)
550 Lead 760 700 740 668 = 97.3% accuracy on velocity.



Now I am not trying to toot my own horn, I am doing this to assure you that simple physics isn't biased to brand, it works across all platforms. The math/formula scales just fine from .177 calibers and 8 gr to .50 cal and 550 gr and beyond. 



Here are some .30 cal numbers ran with a 700mm barrel, and 165 bar..provided plenum is big enough (ie 1/2 to 1 CC per fpe, may be possible with as low as 1/3..)

44.75 = 131 FPE / 1148 FPS (JSB Diablo)

46 gr = 132 FPE / 1136 FPS (Noe Molds)

50.15 = 135 FPE / 1104 FPS (JSB Diablo)

55 gr = 140 FPE / 1072 FPS (Neilson Ammo)

59 gr = 144 FPE / 1048 FPS (Noe Molds)

68 gr = 152 FPE / 1004 FPS (Noe Molds

106 gr = 179 FPE / 872 FPS (Noe Molds comes in .308 would likely need sizing but @ 872 fps should fly?)