Jager
Gold $$ Contributor
		Interesting and useful info. I’m just trying to learn here. Curiosity I guess.
It would seem to me that the pressure curve would also be different for jump versus jam. Even if total pressure is the same. For jump does pressure build more slowly because of less initial resistance then increase sharply when the bullet contacts the lands? As opposed to jam where it would seem initial pressure would rise very quickly because there is increased resistance from the beginning? Of course I have no idea if that would matter but it’s still interesting
You'd think there might be an initial pressure spike as an unjammed cartridge initially fires, a brief fall-off of that pressure as soon as the bullet releases, and then a second spike a fraction of a millisecond later when the bullet engages the rifling. But I've never seen a chamber pressure curve from a piezoelectric transducer that looked like that.
What we do see are a very rapid, nearly straight line rise in chamber pressure regardless of whether a bullet is jammed or jumped. A jammed bullet will invariably present a higher maximum pressure than its un-jammed counterpart - the pressure curve is indeed very different between the two. But the profile is going to look similar.
We tend to think of bullets, especially jacketed bullets, as being "hard." But they're not, really. They engrave into the rifling, or obturate, quite easily.
It all happens very fast, max pressure being reached within 2 to 4 tenths of a millisecond. By the time the bullet has moved an inch, the show is largely over. The bullet still has lots of pressure behind it as is still being accelerated... but pressure is rapidly declining as the bullet advances and the bore volume behind it increases.
It's really a remarkable sequence of events, when you think about it. And when you consider the precision with which we're able to place that bullet, way out yonder... almost magical.
	








