I don't think so. I think you are confusing the ballistic coefficient with the barrels ability to stabilize the bullet at any given velocity.
In the context of this discussion, ballistic coefficient is irrelevant.
I don't know why you think I am talking about BC in what I said, because I clearly am not. BC does not affect if a bullet will be stable in a particular barrel, at a particular velocity. But BC is not completely irrelevant when talking about stability, since an under-stabilized bullet will have a reduced BC.
As a general rule, longer bullets have a longer bearing surface, but that isn't always true.
Yes.... I just provided an example of that....
Take the Hornady's .224 offerings in the 75gr. AMAX and the 75gr. HPBT. The Amax is a longer bullet overall, but has a shorter bearing surface.
Some have reported that a 9 twist will stabilize the Amax, whereas they have issues spinning the BTHP.
There are plenty of articles all over the 'net that cover it.
How are these articles determining the stability of the bullets? Can you link to a few of them?
And once again, bearing surface length is effectively irrelevant to bullet stability. Neither the
Miller or
Greenhill formulas use that dimension.
Theoretically, the bearing surface length is a part of the total mass distribution of the bullet, but the further the mass of the bullet is away from the centre, the greater the effect it has on stability. Hence the importance of overall length and complications with flat base and polymer tip bullets.
Reference your experience with Sig Classics, how are you determining that they are "working"? Fully stabilized bullets do not necessarily correlate with small group size.
A .224 75gr Hornady HPBT going 2750fps in a 1-9" twist will have marginal stability. That does not mean it won't group well. That does not mean it will tumble. What is does mean, however, is the BC is being depressed by about 2%.