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Lug setback? What am I missing?

I'm fine with that.

What I'm not fine with is the chamber pressure converted directly to bolt force. I don't get that part. There is a brass case involved as well, and it contains the pressure.
 
I think I just got dumber reading this thread, unbelievable some of you are actually putting guns together and can't grasp this!!

Well since you haven't contributed anything to this thread yet, I'll ask you directly since nobody else will answer me.

Can you safely run a rebated rimmed Lapua above standard pressures safely and not worry about bolt lug set back?

Will a standard Lapua shooting a 300gr bullet have the same effect on the bolt lugs as a Lapua shooting a 55gr bullet at equal PSI?

If you take a .223 and add a Lapua bolt face and shoot a 55gr bullet with 25grs of powder will it have the same force applied to the bolt lugs as a standard Lapua shooting a 300gr bullet?

How does recoil transfer AROUND the bolt lugs?
 
Well since you haven't contributed anything to this thread yet, I'll ask you directly since nobody else will answer me.

Can you safely run a rebated rimmed Lapua above standard pressures safely and not worry about bolt lug set back?

Will a standard Lapua shooting a 300gr bullet have the same effect on the bolt lugs as a Lapua shooting a 55gr bullet at equal PSI?

If you take a .223 and add a Lapua bolt face and shoot a 55gr bullet with 25grs of powder will it have the same force applied to the bolt lugs as a standard Lapua shooting a 300gr bullet?

How does recoil transfer AROUND the bolt lugs?
I have read the replies, and it seems all these have been answered, at least from my interpretation. Of course, all of this is applying to a standard rem 700 action.


"Can you safely run a rebated rimmed Lapua above standard pressures safely and not worry about bolt lug set back?"
- Assuming your running within safe pressures for the cartridge components being used, then no, because as stated, it is the case inside diameter that is the "Piston" that applies the force. The "bolt face" term is being used for simplicity sake, as 99% of the rounds that apply to what we are speaking of are not rebated or rimmed enough to matter, and generally have the same or very similar diameter in relation to the case diameter, so we just use the term "bolt face".


"Will a standard Lapua shooting a 300gr bullet have the same effect on the bolt lugs as a Lapua shooting a 55gr bullet at equal PSI?"
-Yes, because the bullet does not have a significant affect on bolt lug pressure. What affects bolt lug pressure is the inside diameter of the case, in conjunction with the pressure that is being ran. What is in front of the pressure is insignificant.


"If you take a .223 and add a Lapua bolt face and shoot a 55gr bullet with 25grs of powder will it have the same force applied to the bolt lugs as a standard Lapua shooting a 300gr bullet?"
- Assuming both are running the same pressure, no, because again, if the inside case body is only a .223 diameter, that is the driving force, or "piston" that is creating the lug pressure. However, if you shortened a Lapua case to the point it would only have the capacity of a standard .223, but same inside diameter of the 338 lapua, then necked it down and ran it at 60,000 psi with a 55 grain bullet, and ran a .338 Lapua at 60,000 psi with a 300 grain bullet, the pressure on the lugs would be essentially the same barring the small variables, such as brass grip on the chamber, chamber grip, and so on.


"How does recoil transfer AROUND the bolt lugs?"
- The recoil is not directly transferred to the lugs because it is transferred from the bullet, to the rifle bore, to the recoil lug, to the stock, to your shoulder, NOT to the case, then bolt face, then bolt lugs, and so on. Another contributing factor to why a 338 LM has the same pressure to the lugs shooting a 300 grain bullet running 60,000 psi as it would if it was shortened to a case capacity of a .223, necked down and shot a 55 grain bullet with 60,000 psi, but yet the recoil would be substantially different, is the amount of muzzle blast and the bore diameter. A larger bore will have more blast come out, and also since more powder was burned, is again likely to have a larger volume of blast, contributing to recoil. That is why recoil is reduced significantly by using a suppressor, the muzzle blast is greatly reduced, thus reducing recoil, so the recoil you feel with a suppressed rifle is almost completely contributed from the bullet transferring it's energy to the barrel as it travels down the bore.


You don't hear of very many issues with lug set back in the many, many .338 Edges or .338 rums on standard 700 actions around, but you hear it relatively frequently with .585 bolt face cartridges of the same performance on the same actions, which there are less of. Also, the reason the 338 Lapua is coming up and not so much the XX-378 wby cartridges, is for simplicity sake, there are far more 338 Lapuas built on rem 700's than there are 30-378 wby's and so on. So I believe just for the sake of conversation, that is the example being used.

Again, this is just my interpretation of the information presented thus far in this thread.
 
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I'm fine with that.

What I'm not fine with is the chamber pressure converted directly to bolt force. I don't get that part. There is a brass case involved as well, and it contains the pressure.


This is one element of the transfer of the force. The inside of the case is the actual surface area of the "Piston" that the pressure pushes on. If the inside surface of the case is the same as the rim diameter, the force is the same. Rarely are these two things the same so there is a reduction or increase in load transmitted to the bolt face.

Some rebated rim cases come close to an equal transfer of energy/pressure, but that is where it ends. it then becomes a simple mater of PSI transfer based on bolt face diameter to recoil lugs and abutments size and surface area. these components are in shear and in order to set back, the force/thrust must exceed the shear strength of these items.

"Size Matters" :)

J E CUSTOM
 
"If you take a .223 and add a Lapua bolt face and shoot a 55gr bullet with 25grs of powder will it have the same force applied to the bolt lugs as a standard Lapua shooting a 300gr bullet?"

- Assuming both are running the same pressure, no, because again, if the case body is only a .223 diameter, that is the driving force, or "piston" that is creating the lug pressure. However, if you shortened a Lapua case to the point it would only have the capacity of a standard .223, necked it down and ran it at 60,000 psi with a 55 grain bullet, and ran a .338 Lapua at 60,000 psi with a 300 grain bullet, the pressure on the lugs would be essentially the same barring the small variables, such as brass grip on the chamber, chamber grip, and so on.

That's been my point all along...the bolt face diameter is only one part of the equation, the CASE diameter (volume) plays a HUGE role...the bigger case is a much bigger "bomb", therefore a lot more ENERGY being transferred rearward.

I guarantee if you made a tiny little .223 Lapua and shot a 55gr bullet that you would NEVER experience bolt lug setback like you would a standard Lapua running a 300gr.
 
the tread was about lug set back. Not felt recoil by the whole system. It is a very good thread. Thanks mram10us for starting it. I hope adam32 gets his wildcat runnig. IMG_1092.PNG
 
That's been my point all along...the bolt face diameter is only one part of the equation, the CASE diameter (volume) plays a HUGE role...the bigger case is a much bigger "bomb", therefore a lot more ENERGY being transferred rearward.

I guarantee if you made a tiny little .223 Lapua and shot a 55gr bullet that you would NEVER experience bolt lug setback like you would a standard Lapua running a 300gr.
According to the mathematical equations presented, the volume of the energy used to make the pressure does not matter, only the pressure, so the math would disagree with the tiny .223 lapua reference. Going back to the hydraulic piston reference, that would be like saying on one set up, your using a 5 hp engine running a PTO to create 200 psi on a piston, and on another set up your using a 300 hp engine running a PTO to create 200 psi on the same piston, but the the one ran with a 200 hp engine is making more psi, though the output of psi is exactly the same.

I totally get where your coming from, but the math simply doesn't add up. Can you back up your statement that the little .223 Lapua would never experience lug set back with math, experience, or some form of proof? I am not antagonizing, I am just asking if you have factual data to back that up is all.
 
My rifles I build are very accurate, thank you ;) I'm betting there are many theories we don't have a grasp on. It's good to debate and learn
I guess according to these guys we all have to have a PhD or 10 in order to cut some metal and screw some parts together. And we have to fully understand the science behind anything we do or we shouldn't do it... so everybody pretty much needs to turn their phone or computers off now cuz I'd venture to say not one of us involved in the conversation could fully explain every single aspect of how a computer works.
 
I guess according to these guys we all have to have a PhD or 10 in order to cut some metal and screw some parts together. And we have to fully understand the science behind anything we do or we shouldn't do it... so everybody pretty much needs to turn their phone or computers off now cuz I'd venture to say not one of us involved in the conversation could fully explain every single aspect of how a computer works.
Common sense goes a LONG ways, reading comprehension also does a lot of good both of which are seriously lacking around here lately!!!
 
According to the mathematical equations presented, the volume of the energy used to make the pressure does not matter, only the pressure, so the math would disagree with the tiny .223 lapua reference. Going back to the hydraulic piston reference, that would be like saying on one set up, your using a 5 hp engine running a PTO to create 200 psi on a piston, and on another set up your using a 300 hp engine running a PTO to create 200 psi on the same piston, but the the one ran with a 200 hp engine is making more psi, though the output of psi is exactly the same.

I totally get where your coming from, but the math simply doesn't add up. Can you back up your statement that the little .223 Lapua would never experience lug set back with math, experience, or some form of proof? I am not antagonizing, I am just asking if you have factual data to back that up is all.

A .243 compared to a .243 WSSM, the WSSM doesn't instantly become "dangerous" because the case head is bigger. Same with a .223 Rem compared to a .223 WSSM.

The ONLY time bolt lug setback ever gets mentioned is with a .338 Lapua when being run OVER standard pressure...the same could happen to a RUM/Edge when being run over pressure...CASE diameter and capacity have far more to do with it than the diameter of the case head.

The Lazzeroni's has some big *** case heads...they were built on Savages for a while...ever hear of lug set back on them? Nope because they are run at standard pressure.
 
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