OK, so to some this might be a silly post/question, but I'm trying to wrap my mind around this.
I can easily comprehend the high energy achieved, given the "E=M(V-squared)" formula.
I can also see the tests on youtube with 124-125 grain projectiles from the various 9mm offerings.
It APPEARS to me, that the obvious source of the increased velocity is the larger powder charge that you can put in the necked-down .40 case. (more powder=more energy to push the bullet down the bbl. (if I'm wrong here, please correct me)
So, did Sig choose the .357" projectile BECAUSE of the 'legendary' performance of the .357 mag? Or, did anyone do any testing using a slightly larger diameter (say... .380/9mm) bullet?
I have a hard time getting my mind over the 'diameter of the projectile' being relevant, even though I've seen a bunch (by now) of the gel blocks on the internet with cavities from 9mm side by side with that of a .45 (a significantly larger dia projectile)
Given the statement in the previous paragraph, are there advantages to a bullet that will hold itself together, yet expand more? Has anyone been able to make one to test?
I'm becoming more interested in the external size of the G19, (for a great balance of 'small enough to conceal', & 'large enough to keep a full grip on for training')... and Glock also makes the G32 chambered in .357 Sig which is the same external size (lots of holster options never hurt)
Even if you get a 19 to train on, you can do some final dust-up on the 32, and you have now a cheap way to train to your hearts content, yet carry something with a bit more juice.
I'm coming from a .45 ACP, so I always drank the 'larger bullet' Kool-aid, and I'm trying to open my mind to all options, without just over-analyzing this to the point of paralysis.
Is there something that I'm missing?
Thanks for the thread, and thoughts folks!
PE