The Sg stuff.
Here is the formula for use in Excel - the Miller Twist Estimator
For multiple Sg calculations, Column H, rows 36,37,38,39,40,41,42, 43. The Sg may be placed any where but H44 is easiest.
=(30*H37)/((H40/H36)^2*H36^3*H38/H36*(1+((H38-H39)/H36)^2))*(H41/2800)^(1/3)*((H42+460)/(59+460)*29.92/H43)
= Sg (H44)
H36 = bore diameter
H37 = bullet weight
H38 = bullet length
H39 = length plastic tippy thing
H40 = twist, inches per complete turn
H41 = muzzle velocity in feet per second
H42 = temperature
H43 = barometric pressure, in Hg
There are constants/standards like 30, 2800, 460, 59, & 29.92
I have managed to duplicate Sg values using this with those in the Berger site, but have used the total bullet length with no plastic tippy thing (Berger does not make bullets having plastic tips) Apparently, Miller & Courtney collaborated to make modifications to the original Miller twist program to allow for the little plastic tippy thing which commonly measures about .14 inch - the value for this is H39. Upon looking at the equation, the operation, (1 + ((H38-H39)/H36)^2)) allows for the plastic tip. I made the modifications to the procedure and was able to match results from those of both Berger & JBM.
I have found Sg's somewhat under 1.4 to be plenty good as well as those approaching 3.0 for my casual applications. I have my own ideas about bullet blow ups.
The JBM calculator (JBM - calculations - stability) allowing for the plastic tips, matches my Excel stuff.
The Berger site uses altitude. The JBM site uses inches of Hg.
Running the .224, 70 VLD (317,922 RPM, no blow ups yet, 7.7 twist) thru both the Excel & Berger site came up with 2.03 Sg (fully stabilized as per Berger). I used sea level or 0 ft. altitude in the Berger site.
Running the .243, 87 Vmax (king of splat, 255,600 RPM, 10 twist) thru the Excel & JBM site with the same stuff including .16 tippy I came out with 1.78 Sg
As evident, this is an estimator and uses combinations of bullet dimensions, ballistic data (velocity & twist rate) & environmental conditions. The actual mechanics of bullet gyro stuff are not addressed. The math is purely high school level.
Plug this stuff into your Excel.