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Muzzle thread torque constricting bore diameter

VA_XTC_Shooter

Silver $$ Contributor
If a muzzle device is torqued too much, the bore diameter will constrict. I've seen reports that torque over 20 ft lbs on a 1/2-28 muzzle thread can constrict the bore diameter.
Here a guy did a pretty basic video showing the bore constriction.

I am curious what torque would be required to constrict the same .223 bore if the muzzle threads were 5/8-24.

Any of you smart guys know how to calculate that? I am sure there is some engineering formula out there to calculate this, but I am not an engineer and don't really know the terminology to begin searching for such a formula.
 
I don't have a high tech formula but I did run a quick calculation. The 5/8-24 thread will give you about 2.2 times as much steel compared to the 1/2-28 when looking at a cross section. That's based on the pitch diameter of the threads, not the minor diameter (I think the threads themselves add a little strength). Then I multiplied by 28/24 because the finer pitch would tend to multiply torque more than a coarse pitch. Finally the larger diameter thread would require more leverage/mechanical advantage to achieve the same clamping force, by a factor of 1.25. The result is about 3.1x, so that 20 ft lbs would roughly equate to 60 ft lbs on the larger thread.
 
I don't have a high tech formula but I did run a quick calculation. The 5/8-24 thread will give you about 2.2 times as much steel compared to the 1/2-28 when looking at a cross section. That's based on the pitch diameter of the threads, not the minor diameter (I think the threads themselves add a little strength). Then I multiplied by 28/24 because the finer pitch would tend to multiply torque more than a coarse pitch. Finally the larger diameter thread would require more leverage/mechanical advantage to achieve the same clamping force, by a factor of 1.25. The result is about 3.1x, so that 20 ft lbs would roughly equate to 60 ft lbs on the larger thread.
and yet not reduce the bore diameter like on on the 1/2-28, correct?
Part of what I am getting at is, if 1/2-28 can have issues with torque, why not just use 5/8-24?

The calc/formula request was to be able to estimate the torque needed to start constricting bore with other muzzle threads. I have a 9mm PCC that uses 1/2-36 for example.
 
If the threads are cut to spec and the two mating surfaces-shoulders are cut square you don't need much torque to hold them together.no need to distort or induce stress into anything.
Right, and let a drop of loctite do it from there. Any...blue or even the weaker purple.
 
That’s what you use Rocksett for
That's why I said what I did. No interest in knowing how to keep a machine gun quiet. If it comes to that, we're in trouble, any way ya look at it. :) They'll hear me but I hope to get a few off before it matters. Yes, I'm familiar with it. I really wish they had not made it blue...fwiw. I've seen it cause problems for others.
 
Man, I was really hoping there would be an engineer or two on here that could help me out.
So far I have found info on typical bolt/nut fastener interactions, but not threaded cylinders just yet.

I am leaning toward a function of Poisson's Ratio and Hoo's Law. Basically we need to look at the tensile strength of the threaded portion of the barrel. Then determine the stress and strain applied to the barrel as we tighten the muzzle device. The barrel will "stretch" with this tightening as it is elastic. There is a range of teh elasticity of the steel before it fails and becomes plastic. In that range of elasticity, Poissons ratio comes into play and the inner diameter decreases. In theory, because the elasticity slope is linear, should be able to calculate X torque = Y decrease in diameter.
 
A thread on barrel torque and bore measuring smaller.
 

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