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aka "spin rate". Part of my early education included High School Junior R.O.T.C. There was a lot of memory work involved. Some parts of it came easier to me than other parts. One question that we had to answer accurately was: "What was the purpose of rifling in a barrel?" Stock answer, "To give the bullet speed, accuracy, and stability in flight." My interest in cars started while I was in Junior High and I was very familiar with engines and RPM (Revolutions Per Minute). I was a big fan of car and gun magazines and one day back then I ran across this formula for the RPM of a bullet. Hmmm - never thought about that. I knew it was a fact, but what could it be? Not much, I presumed. Well...let's see:
M.V. x (12 / twist rate in inches) x 60 = Bullet RPM
or: M.V. x 720 divided by the twist rate in inches = Bullet RPM
Example #1: for a bullet travelling @ 2,800fps in a 1:12 twist barrel: 2,800 x 720 divided by 12 = 168,000 RPM!
Example #2: for a bullet travelling @ 3,000fps in a 1:8 twist barrel: 3,000 x 720 divided by 8 = 270,000 RPM!
I was amazed. Bullets have to be made tough. I tried to imagine a hollowpoint spinning that fast as it expands and cuts through a game animal. The thought of that dynamic spin rate hasn't left this tired old brain to this day. Muzzle velocity isn't the only physical characteristic that produces an accurate delivery downrange. The gyroscopic stabilization effect of a high speed spin helps. Velocity and twist rate are co-related and can be matched or specified for the performance one wants. There are also transonic effects and barrel heat and friction to consider. So no wonder you may find some bullet jacket residue in your barrel.
There is a lot of "little stuff" that is important to what we do. I'm sure this is not news to many of you.
M.V. x (12 / twist rate in inches) x 60 = Bullet RPM
or: M.V. x 720 divided by the twist rate in inches = Bullet RPM
Example #1: for a bullet travelling @ 2,800fps in a 1:12 twist barrel: 2,800 x 720 divided by 12 = 168,000 RPM!
Example #2: for a bullet travelling @ 3,000fps in a 1:8 twist barrel: 3,000 x 720 divided by 8 = 270,000 RPM!
I was amazed. Bullets have to be made tough. I tried to imagine a hollowpoint spinning that fast as it expands and cuts through a game animal. The thought of that dynamic spin rate hasn't left this tired old brain to this day. Muzzle velocity isn't the only physical characteristic that produces an accurate delivery downrange. The gyroscopic stabilization effect of a high speed spin helps. Velocity and twist rate are co-related and can be matched or specified for the performance one wants. There are also transonic effects and barrel heat and friction to consider. So no wonder you may find some bullet jacket residue in your barrel.