woods89
WKR
This has been informative.
Is it not the case that more velocity= better stabilization?
Is it not the case that more velocity= better stabilization?
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The bullet does not spin faster than the rifling, it spins faster as it travels down the barrel. RPMs increase as bullet travels down the tube faster. Think of it this way, if it took 1 second for the bullet to travel down the 1:9 twist barrel that was 9" long, it would have a spin of 1 revolution / second. If it takes .1 second to travel down the same barrel, it will be spinning at a rate of 1 revolution / .1 second, or 10 rev / sec.What you say could be true, however once the bullet has engaged the rifling, I can't imagine it would spin faster than the rifling. That would tend to obliterate the marks on the bearing surface, and make the rifling grooves on the bullet unreadable. It's possible you are correct.
With more velocity you get higher rpm in a given barrel, so the higher rpm rate is what is stabilizing the bullet better than the slower rpm, up to a certain point for a given caliber and bullet constructionThis has been informative.
Is it not the case that more velocity= better stabilization?

Can you imagine that a bullet going faster will cover a greater distance in a given period of time than one going slower? It is a simple extension of that concept. The one with the greater velocity will complete more revolutions in a given period of time because it has travelled a greater distance.What you say could be true, however once the bullet has engaged the rifling, I can't imagine it would spin faster than the rifling. That would tend to obliterate the marks on the bearing surface, and make the rifling grooves on the bullet unreadable. It's possible you are correct.
Think of it this way, if it took 1 second for the bullet to travel down the 1:9 twist barrel that was 9" long, it would have a spin of 9 revolutions / second. If it takes .1 second to travel down the same barrel, it will be spinning at a rate of 9 revolutions / .1 second, or 90 rev / second.
you are correct, i will edit my reply so the numbers are correctIf the twist is 1 in 9, that means 1 revolution of the bullet in 9" of barrel length. So a 9" long barrel in your sample would do 1 revolution / in 1 second. (Just so someone who does not understand this does not get mislead by the example posted).
1 revolutions per 9" not per 1 second. In one second that bullet will travel about 3000' and its going to compete more than 1 revolution to get there probably around 4000If the twist is 1 in 9, that means 1 revolution of the bullet in 9" of barrel length. So a 9" long barrel in your sample would do 1 revolution / in 1 second. (Just so someone who does not understand this does not get mislead by the example posted).
The original question was about bullet stability. Bullet stability, at least the way I understand it based on my readings, is primarily influenced by bullet spin, within normal rifle ballistics. I tried to give a very basic illustration to help demonstrate that as the bullet travels faster down a given barrel, the spin rate (rpm) is also faster. I did not try to provide real world mv and rpm rates, just to try to keep it simple. It is this faster spin that will provide better stability, not the faster muzzle velocity. Think of the bullet spin independently from bullet velocity.1 revolutions per 9" not per 1 second. In one second that bullet will travel about 3000' and its going to compete more than 1 revolution to get there probably around 4000
3000'x12"/ft =36000" ÷9"=4000 rps, 240,000 rpm.
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