Concentricity is important or I'll lose sleep at night. But more important is shooting the difference and determining if there is any between the 2 setups. Is the partial neck sizing keeping the brass closer to my chamber dimension thus leading to better accuracy?
Lemme know.
Ammo concentricity has a mathematical relationship with group size as published NRA A.A. Abatto.
But ammo is inserted in the chamber with random rotational orientation.
Cut chambers with eccentricity are fixed orientation.
While we shoot ammo that is 0.0050" concentric and that matters, we chamber while dialing in to 0.0001" and that does not matter.
The reason we are backwards is ammo is recurring effort and chambering is a one time effort.
We have a wrong way caveman heritage industry to make cheap arrows and expensive bows.... because making arrows is so much work.
*MATHEMATICAL SOLUTION
A laterally displaced center of
gravity moves through the rifle bore
in a helical (screw) path. The pitch
of this helix is the pitch of rifling,
and its radius is the lateral displace-
ment of the center of gravity. On
leaving the muzzle, the center of
gravity continues in the direction it
had at that point. For example, if it
leaves at top of the bore and rifling
is to the right, the departure will be
to the right. The bullet travels ap-
proximately 2l.5" in a 24" barrel,
making 2.15 turns in the 10" twist
of rifling. The number of turns
shows the orientation on emergence
compared with that in the chamber
before firing. The angle of emer-
gence is that angle whose tangent is
2 pi times the lateral displacement
divided by the rifling pitch. For
.004" point displacement and I0"
rifling pitch, the tangent is 1/8(2·pi)
(.004)/l0 and the corresponding
angle is 1.1 minutes.
The displacement on target from
this cause is proportional to the
range and can be obtained without
noting the angle. For example, ,004"
point displacement gives in l0"
rifling pitch, so far as this mecha-
nism goes, a target displacement at
100 yds. (3600") indicated by the
proportion .00l· pi /10=X/3600, from
which x =1.1".