Kirby,
I didn't mean to imply I disagreed with your findings. To the contrary I find them informative, since I'll never complete all the loading, shooting, and testing that you have done to reach this observation on my own. By empirical testing, I was implying nothing more than the actual testing you have performed and the information learned (observed) from that testing. Loading bullets of similar sectional density in different calibers in this instance, and chronographing the velocities in cartridges of similar case capacity. Also comparing penetration results on game animals or in penetration testing media and noting the results. So empirical testing is really where the rubber meets the road. It's what's done to test the truthfulness of predictions based on theory.
I think the explanation for your findings is based on two primary factors. The 1st being what I tried to explain. Using proper powders, if we create a load producing similar bore pressures and those pressures are maintained for a similar duration of time down the bore, that the force exerted on a larger caliber bullet will always be greater than the force exerted on the base of a smaller caliber bullet. This explains why larger caliber bullets can always be shot faster, given bullets of equal weight.
But I think the second, offsetting, factor is that to obtain bullets of similar sectional density in two different calibers, the larger caliber bullet will weigh more. There will still be more force acting against the base of the larger caliber bullet, but since the bullet weighs more than the smaller caliber bullet, more force is required to accelerate the heavier bullet equally to the lighter (smaller caliber) bullet.
A larger caliber bullet always has the benefit of a greater force applied to its base, given similar bore pressures. This is a major velocity advantage for the larger caliber. But given similar sectional densities, the larger caliber bullet will be the heavier bullet. This reduces the velocity advantage for the larger caliber bullet. Combine these two factors together and I think they explain why you see the results you have observed time and again. That two different caliber bullets of similar sectional density can be driven to similar velocities in cartridges of similar case capacity. That's the rule of thumb I was referring to.
I think we knew that a larger caliber would send bullets of equal weight to faster muzzle velocities. My post was an effort to explain the reason why the larger caliber bullet has the velocity advantage with bullets of equal weight.
I appreciate your informative posts. Please continue.
I didn't mean to imply I disagreed with your findings. To the contrary I find them informative, since I'll never complete all the loading, shooting, and testing that you have done to reach this observation on my own. By empirical testing, I was implying nothing more than the actual testing you have performed and the information learned (observed) from that testing. Loading bullets of similar sectional density in different calibers in this instance, and chronographing the velocities in cartridges of similar case capacity. Also comparing penetration results on game animals or in penetration testing media and noting the results. So empirical testing is really where the rubber meets the road. It's what's done to test the truthfulness of predictions based on theory.
I think the explanation for your findings is based on two primary factors. The 1st being what I tried to explain. Using proper powders, if we create a load producing similar bore pressures and those pressures are maintained for a similar duration of time down the bore, that the force exerted on a larger caliber bullet will always be greater than the force exerted on the base of a smaller caliber bullet. This explains why larger caliber bullets can always be shot faster, given bullets of equal weight.
But I think the second, offsetting, factor is that to obtain bullets of similar sectional density in two different calibers, the larger caliber bullet will weigh more. There will still be more force acting against the base of the larger caliber bullet, but since the bullet weighs more than the smaller caliber bullet, more force is required to accelerate the heavier bullet equally to the lighter (smaller caliber) bullet.
A larger caliber bullet always has the benefit of a greater force applied to its base, given similar bore pressures. This is a major velocity advantage for the larger caliber. But given similar sectional densities, the larger caliber bullet will be the heavier bullet. This reduces the velocity advantage for the larger caliber bullet. Combine these two factors together and I think they explain why you see the results you have observed time and again. That two different caliber bullets of similar sectional density can be driven to similar velocities in cartridges of similar case capacity. That's the rule of thumb I was referring to.
I think we knew that a larger caliber would send bullets of equal weight to faster muzzle velocities. My post was an effort to explain the reason why the larger caliber bullet has the velocity advantage with bullets of equal weight.
I appreciate your informative posts. Please continue.