tedly
posted this
07 February 2010
Read all the caveats Mr Lee has included in his book, and then you can do the arithmetic. Above all this is used for calculating REDUCED loads, for a case and powder where you have all the data. Also remember that some powders (slow ones mostly), will ring a chamber, and there goes your cost saving.
Also note that this is done to match his findings that best accuracy comes with a load that is 90% of the tensile strength of the lead.
OK the arithmetic. Of necessity you have to have a load with the same weight of bullet, for which you have starting and max pressure readings.
For simplicity lets say there are 5 grains of powder between the two. To calculate your reduced pressure, grain by grain, you multiply the starting pressure repetitively with the bugger factor.That means that
max pressure x BF^5 is starting pressure.
Obviously then the BF is the 5th root of the ratio of Starting pressure to Max pressure.
So if you have a load that has 3.7 gr between the two pressures you take the 1/3.7th root( I don't know how to do that either, but your calculator does. Get your kids to show you how, that's what I do.) and that's your BF. The same reasoning applies to velocity, but since we're trying these out to find the most accurate load, who cares how fast it's going
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