He may be talking about the Greenhill formula which was developed for elongated bullets.
Greenhill applied this theory to account for the steadiness of flight conferred upon an elongated projectile by rifling. The eponymous Greenhill Formula, still used today, is:
Cast bullets as cast (left), with gas check (center) and lubricated (right).
Twist=((C*D^2)/L)*(SG/10.9)^0.5
where:
C = 150 (use 180 for muzzle velocities higher than 2,800 f/s) (I would recommend that you use 120 for muzzleloading velocities below 1500 feet/second)
D = bullet's diameter in inches
L = bullet's length in inches
SG = bullet's specific gravity (10.9 for lead-core bullets, which cancels out the second half of the equation and 11.3 for pure lead)
The original value of C was 150, which yields a twist rate in inches per turn, when given the diameter D and the length L of the bullet in inches. This works to velocities of about 840 m/s (2800 ft/s); above those velocities, a C of 180 should be used. For instance, with a velocity of 600 m/s (2000 ft/s), a diameter of 0.5 inches (13 mm) and a length of 1.5 inches (38 mm), the Greenhill formula would give a value of 25, which means 1 turn in 25 inches (640 mm).
This will still put you in the position of going to the range and test firing a load. The results may or may not work for you.
When it comes to accuracy on target, experimentation and practice will get you to the best final result.