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Question about pressures
Posted: Tue Sep 04, 2007 10:40 pm
by dws1117
This is basic information that I should know, but I don't. For example, if I load a .45ACP case with a 200gr lswc, 4.1 grains of Clays, and an OAL of 1.250 would the pressure increase or decrease if I were to shorten the OAL to say 1.225?
Posted: Wed Sep 05, 2007 2:22 am
by Thane
Pressures would, indeed, increase. You're burning the same amount of powder in a smaller space, which leads to greater force per square inch.
The amount that pressures would increase is something I don't know. Keep your handloads at or above the minimum overall length, and you'll be fine. The .45 ACP is a "relatively low pressure cartridge" anyway.
Posted: Wed Sep 05, 2007 6:14 am
by phddan
Dan
Posted: Wed Sep 05, 2007 9:49 am
by Houston1944
The 9mm and 45acp are fairly forgiving calibers relative to OAL. You can adjust the oal on these without a lot of concern about getting into dangerous pressure spikes. The one you must be very careful about is the 40 S&W. The 40 caliber can have dangerous pressure spikes with even a small amount of decrease in the volume under the bullet.
Remember it is the space under the bullet that determines the pressure. If you are loading the 40 with a different shape bullet than the spec you are using then the oal is not the controlling dimension since the bullets may be different lengths.
Posted: Wed Sep 05, 2007 10:29 am
by mcub
If your are not loading to ward the maximums you have some room to work with. I load at, and only at the starting levels so my errors and variations in the cases are not a major concern. The closer to the max you get the greater the need to match the load data perfectly.
I'm wondering, why do you want to shorten the lenght??
Posted: Wed Sep 05, 2007 10:35 am
by mcub
Also, remember that when you change overall length, or case length, if you’re trimming, you are affecting volume, not length.
Remember volume involves cubic equations so what would be a tiny change in length, can have a much greater effect than you think. This is why Over all length is in 1/1000 of inches.