Yep.
Are you a mechanical engineer or a PHD physicist?
Yep.
PhD. in Mathematics, Computational Theory, Numerical Mechanics. More than casually familiar with physics.Are you a mechanical engineer or a PHD physicist?
PhD. in Mathematics, Computational Theory, Numerical Mechanics. More than casually familiar with physics.
PhD. in Mathematics, Computational Theory, Numerical Mechanics. More than casually familiar with physics.
Seems to me if it were true that a mathematical equation could solve this problem then you could take 10 barrels with the same length and.contour from a premium barrel maker and do your calculations and with the same brass, bullet and powder charge they would all shoot the same.
Just doesn't happen that way in the.real world.
So you can understand the problem.
You believe with all the different variables involved you can reduce it to an equation that can be solved?
Sure it can, I've seen it on more than one occasion. I generally order a couple barrels chambered at the same time for my competition rifles. A new barrel often ends up at essentially an identical load as the previous barrel started out. The caveats to that are that the barrels were chambered at the same time, by the same smith, with the same reamer, so they were not only close in external dimensions, but internal as well. Additionally, the same brass and reloading components were used. I'm not claiming it happens every single time, only that it can and does happen more often than is likely to be due solely to chance.
Seems to me if it were true that a mathematical equation could solve this problem then you could take 10 barrels with the same length and.contour from a premium barrel maker and do your calculations and with the same brass, bullet and powder charge they would all shoot the same.
Just doesn't happen that way in the.real world.
All I need is a lab for physical testing ... whiteboards and workstations I got.Awesome,
I've been praying for someone with an interest in shooting and background in math/physics. We sure can use someone to continue Chris Long's work.
Joe
To expect an exact answer is unrealistic and unreasonable.
Most mathematical models of physical phenomena are approximations, but they can be refined and save lots of time and money in the real world. That's why I use OBT and Quickload. If you don't want to, that's fine, don't. Just stop being so argumentative and take your meds.
I have 5 dashers all shooting the same powder and amount same bullet same case capacity . Barrels are 28" to 31"
Barrel time is 1. 312 to 1.231 which is the correct number I should use All 5 shoot .250 or less I just would like to know what number is correct.
Is it a theary or a fact . Larry
I thought so so it doesn't matter . When I change powder types the numbers mean nothing . LarryThat is a.fact!
Just one question. Was that powder, charge, bullet and seating depth developed from an equation or typical load development?
I'm very old school To me the numbers don't mean anything .That is a.fact!
I am bowing out of this discussion
Don't mean to be so argumentative.
I am just old school.
Any physical system can be modeled. Parameters that are likely to vary from system to system can also be accommodated. By these, I mean things like to what degree a specific bolt face is out of square with the axis of the bore, tenon thread engagement, specific leade and throat geometry, etc. Now, physical measurements would be required for such things, thereby bringing significance and practicality back into the question. Possible? Absolutely. Relatively simple models can get pretty close. Like most things, that last little extra bit of precision comes at a disproportionate cost of time and complexity. Let's just assume that a fully-featured model could be expressed in 2,000 lines of code. I'd guess that 95%, perhaps more, of the correct solution would be delivered with 200 lines of that code base.
As you correctly pointed out in an earlier post, gathering and inputting the data for all of these parameters would be a chore and a half.
All of my dozen or so match rifle barrels were Hart, 1:11" twist, 6-groove, .2990" bore, .3077" groove, 26" long, 1.200" to .900" straight taper, 11 deg. face. Same respective loads for 168, 180, 185, 190, 197 and 200 gr. bulletsj tested as good as could be had.Seems to me if it were true that a mathematical equation could solve this problem then you could take 10 barrels with the same length and.contour from a premium barrel maker and do your calculations and with the same brass, bullet and powder charge they would all shoot the same.
Which explains why Sierra doesn't work up loads for each lot of components. Same recipie for each bullet. Their best match bullets shoot 10-shot groups well under half MOA at 200 yards, consistently.What I have found with successive barrels that are the same length, contour, twist rate, chambering, etc., is that even if you are using totally different component Lot #s of everything by the time you screw the new barrel on, they still often end up very close to one another in terms of barrel occupancy time. Whatever combination of the same type, but different Lot #s of powder, primers, brass bullets, etc. is required to produce the same barrel time will be very close in terms of performance to the previous barrel. Barrel occupancy time is predictable to a fair degree of precision.