From another thread
OK, let's suppose that the rifles GC was at the center of the bore -- well, or less. Would we now have a barrel that exhibited far less motion?
I imagine that for a perfect model, the CG would have to be evenly distributed both radially and longitudinally, in order not to set up what I think of as a "rocking couple" (probably the wrong term).
I have noticed that as benchrest trends went from 1 pound scopes and 2.5 pound stocks to 1.5 pound scopes and less than 2-pound stocks, the aggs seemed to get smaller. Of course, there could be many reasons for that.
In 1,000 yard shooting, where there are no stock-taper rules, there have been a number of very successful rifles built around heavy tubes, some with tensioned barrels, some not. A common feature of these rifles is that the rifles CG is much closer to the center of the bore than with other designs. It isn't usually a perfect distribution, but far closer than with a conventional stock.
Oh, and assume the rifle is fired "free recoil," meaning essentially that there is no shoulder against the butt for a distance much longer than the time it takes the bullet to clear the bore.
It seems clear that we want some muzzle movement. If we couldn't use that to compensate for velocity variations, we might be worse off. But I wonder if what we really want is to have the amplitude fairly small. Could one calculate the amount that would give the widest latitude in compensating for velocity variations?
The clip shows how the barrel and action are forced to rotate around the rifle's CG. There is no natural frequency with exactly this mode shape.
OK, let's suppose that the rifles GC was at the center of the bore -- well, or less. Would we now have a barrel that exhibited far less motion?
I imagine that for a perfect model, the CG would have to be evenly distributed both radially and longitudinally, in order not to set up what I think of as a "rocking couple" (probably the wrong term).
I have noticed that as benchrest trends went from 1 pound scopes and 2.5 pound stocks to 1.5 pound scopes and less than 2-pound stocks, the aggs seemed to get smaller. Of course, there could be many reasons for that.
In 1,000 yard shooting, where there are no stock-taper rules, there have been a number of very successful rifles built around heavy tubes, some with tensioned barrels, some not. A common feature of these rifles is that the rifles CG is much closer to the center of the bore than with other designs. It isn't usually a perfect distribution, but far closer than with a conventional stock.
Oh, and assume the rifle is fired "free recoil," meaning essentially that there is no shoulder against the butt for a distance much longer than the time it takes the bullet to clear the bore.
It seems clear that we want some muzzle movement. If we couldn't use that to compensate for velocity variations, we might be worse off. But I wonder if what we really want is to have the amplitude fairly small. Could one calculate the amount that would give the widest latitude in compensating for velocity variations?