I've started to come to the conclusion that a lot of the common high/low node charge weights might have more to do with fired vs new brass than most people consider and that it definitely needs to be mentioned in the load data context.
For instance, 77 smk with 8208 xbr, most guys will say about 23.6-23.7 or they will say 23.1-23.3. I use 23.7 with new brass for 2700 fps in my gun and in fired brass it seems hot. I back it down to 23.2-23.3 to get back to 2700 and it goes right back to normal. 20 rd avg change from new (2705) to fired (2741) was 36 fps. I found the same change with my .308 175 smk /4064 loads. Almost the same velocity change and percentage of change. It changes from [email protected] (new) to [email protected] (fired) which are also both both popular loads for a 175 smk. I've found if I multiply my new brass charge by .98, it gives me an almost perfect fired brass load. If I want to find a load for new brass and I developed the load on fired, I can multiply it by .019, add it to the charge and get a theoretical new brass charge within the accuracy of my chargemaster. These numbers are a pretty good ballpark and I'm sure they could be refined with more data. It works with my 5.56, .308 and it's pretty close with my 300 Norma, although I don't have too many numbers for that one yet. I just figured I'd throw this out there because it's pretty interesting and I've never heard anyone mention a mathematical solution.
For instance, 77 smk with 8208 xbr, most guys will say about 23.6-23.7 or they will say 23.1-23.3. I use 23.7 with new brass for 2700 fps in my gun and in fired brass it seems hot. I back it down to 23.2-23.3 to get back to 2700 and it goes right back to normal. 20 rd avg change from new (2705) to fired (2741) was 36 fps. I found the same change with my .308 175 smk /4064 loads. Almost the same velocity change and percentage of change. It changes from [email protected] (new) to [email protected] (fired) which are also both both popular loads for a 175 smk. I've found if I multiply my new brass charge by .98, it gives me an almost perfect fired brass load. If I want to find a load for new brass and I developed the load on fired, I can multiply it by .019, add it to the charge and get a theoretical new brass charge within the accuracy of my chargemaster. These numbers are a pretty good ballpark and I'm sure they could be refined with more data. It works with my 5.56, .308 and it's pretty close with my 300 Norma, although I don't have too many numbers for that one yet. I just figured I'd throw this out there because it's pretty interesting and I've never heard anyone mention a mathematical solution.
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