17-21-23 said:
Well let's see...it takes pressure to produce velocity. No pressure no velocity. Now if you had a smooth bore weapon no rifling then the pressures would be at a minimum so would velocity. The more of a twist that you have in the bore the longer the bullet will stay in the barrel after pressure is produced to push the bullet out of the barrel. Therefore the longer it takes to get the bullet out of the barrel the higher the pressures build. So in theory they go hand in hand without one you couldn't have the other
Actually just the opposite, the less the twist rate the higher the velocity. A high, tight twist rate say 1 twist in 7" vs 1 twist in 9" expends some of the energy of the explosion on the inertia required to overcome the friction in order to spin the projectile. See Barry Litz's, a ballistician's example from his book.
But even a broken clock is right twice a day, so back to the OP question. :shock:
The same powder charge and bullet weight with more friction leaving the barrel will result in less velocity but, as stated by lostdog, has more inertia when combining forward and lateral inertia causing a greater amount of "equal reaction". Does the inertia from rifling impart a twisting opposite inertia or add to the slide inertia? Given that, I'm not sure there is a direct correlation between pressure, velocity and the reaction of the slide. That would take a ballistician since there are more issues such as powder burn rate (how fast the pressure spike occurs and diminishes), projectile weight and coatings which cause friction altering inertia, barrel length and twist rate affecting friction which slows velocity but generates additional inertia.
One example of this comes to mind, the .300 blackout which is a derivative of the .300 whisper. The original was developed by JD Jones and designed to be shot suppressed with an optimal barrel length of 10.5". When loaded as it was designed increasing barrel length reduced velocity because the pressure spike had dissipated so the friction of the rifling starts to slow the projectile, added length = more friction = even less velocity. Different load change these dynamics.
None of this calculates actual forces on slide of a pistol. Any Ballisticians or mechanical engineers that can contribute?