Is it possible to stabilize heavy bullets in slow twist barrels at slow velocities?

msg.drew

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I have had this in the back of my mind for a bit... at what velocity would you have to fire an .224 80 grain bullet to stabilize out of a 1-12" twist barrel...

There is an rpm range where a 1-7" will stabilize that weight bullet at a velocity...

So is it possible to replicate that rmp range in a 1-12" fireing the bullet at lower velocity.
 
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20,000fps. (Twenty Thousand feet per second)

With 11:1 you could do it at 12,000fps.

BTW, 1:12 is not a fast twist - it's a slow twist.
 
Likely the Miller Stability formula ... Litz' book also comes with a Point Mass Ballistics Solver program that calculates the stability factor.
 
The original M16 rifles had a 1:14" twist, and they stabilized 55 grain bullets without problems. When the army officially adopted the rifle, one of the changes was to a 1:12 twist.

The overall lenght of the bullet will also be a factor for the minimum twist rate to stabilize it. A short, blunt bullet will stabilize at a slower twist rate than a longer pointy, boattail bullet of the same weight.
 
Likely the Miller Stability formula ... Litz' book also comes with a Point Mass Ballistics Solver program that calculates the stability factor.

Yep, just f**kin' around putting different numbers in until I got 1.3 -1.4 ( using Sierra 80MK's)
 
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