Hugnot
Well-Known Member
This is the OP's problem - developing a safe reliable load in a short time. . Would the OP attempt to get new brass to get lower pressures without a good reason? What he has now don't work so good.Whether he was firing once fired brass was never the question, you are the one who alluded to not seeing how firing new brass would result in any less pressure than with fired brass. He has changed nothing here.
Being I am willing to only provide "anecdotal stuff" that I am right, why don't you prove me wrong with science or whatever method you deem necessary. I wont be the only one waiting for this.
This is not the the op's problem.
Did I allude? - definition being - "mention without discussing at length" It sort of appears that I questioned - "So a load that was safe on virgin brass can show pressure on 1x fired brass because it isn't using as much energy to push the case out to chamber You should be seeing velocity that's higher as well." Simply put - how can this occur?
My views are that with changes of case diameter of like .003 inches & length of .005 the .300 WSM case capacity might increase by about an estimate of 3.5 % (volume = area * length). This is just an estimate given the .300 WSM case capacity of 75 grains of H2O as seen in the Nosler manual with 150 cup & core bullets having the same approximate length as a 124 monolithic bullet. A 3.5% case volume increase would make for a 77.7 H2O capacity .300 WSM. I can't see how a case volume increase of 2.7 grains H2O would result in more pressure - just an innocent question. Assuming chambers would be same & temps would be similar between gas temps in new & 1X brass.
Anecdotal - " (of an account) not necessarily true or reliable, because based on personal accounts rather than facts or research." Like don't put good money on it.
Only trying for timeliness (limited waiting), civility & logic:
"The relationship between pressure and volume is inversely proportional. ... It is summarized in the statement now known as Boyle's law: The volume of a given amount of gas held at constant temperature is inversely proportional to the pressure under which it is measured." bold print not me, quote
P1V1 = P2V2
Old time science guys came up with this - not been shot down yet.
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