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GET IN YOUR BUBBLE!
Looking thru the info here i see nothing on the 300 win I have a 20in 1in 11 twist i shoot Premium 185 grain to 400 in a silver dollar grouping. on another site a guy out of texas recommends a 208 to 210 grain to reach out and drop my moa, any suggestion would be appreciated, leupold 9-32 with 50 mm optics.
"Give me liberty or Give me Death"
I'd stick with 69's and quit worrying about it. You get better velocity and I can't tell much of a difference in drift when shooting steel. Good luck finding bullets, powder or ammo. I bought it all and buried it in my back yard.
There some interesting new theories out there on twist rates. Todd Hodnett thinks we should/can twist faster for the heavier bullets. I tend to agree. I just ordered a 1/8 twist barrel for my .308 for some heavy rounds. Will be an interesting test to say the least.
Be bold, order a barrel and see what it does.
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Out of a hundred men, ten shouldn’t be there and 80 are just targets. Nine are the real fighters, and we are thankful for them because they make the battle. But the one, the one is a warrior and he brings the others back-Heraclites
This is complete nonsense.
Air density has absolutely nothing to do with the ballistic coefficient of a bullet.
Also, bullets of equal BC behave aerodynamically EXACTLY the same when they are launched at the same speed.
There are plenty of .224" match bullets in weights between 75 and 90 grains that have BCs between .435 and .480 that will absolutely run with any .308 at any distance.
This is no theory. I have plenty of personal experience sending .224" bullets into the 10 and X ring at 600 yards out of 20" ARs with 1/8 and 1/7 twists.
Savage 12FTR (Target Rifle Series) has a 1:7 twist rate. http://savagearms.com/firearms/models/
Last edited by CRT2; 06-16-13 at 10:13.
I have become a firm believer of faster twist rates, especially on shorter barrels. 1/8 is a good rate for 16" .308's.
It's a question of simple math why shorter barrels benefit from a faster twist rate to maintain stability despite their lower muzzle velocities.
A bullet needs a certain rotational velocity to remain stable thoughtout its flight.
I'm going to extremely oversimplify the physics because I am going to assume the bullet reaches full MV essentially as it leaves the cartridge.
In that case, the bullet's rotational velocity in revolutions/second is simply the product of the rifling rate (expressed in revolutions/inch) and muzzle velocity (in inches/second).
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