Re: Reloading Art vs Scientific Method
Well, I designed me an experiment using charge weight and seating depth as the two factors for a load using 155 Scenars and Varget.
I made the seating depth a quadratic function, which should work out pretty well. I made the charge weight a cubic function. If you think about the optimal barrel time theory, there should be a local max and a local min, so I think a cubic will work OK. In reality, a quartic function is probably more realistic, but that just increase my number of runs. I am also assuming an interaction between charge weight and seating depth.
I am going ten runs. My plan is to use CEP (circular error probable) as the response variable. I will do 7 shot groups. I really feel like you need that many shots to get an accurate estimate of CEP. Using the McMillan and McMillan chart, this is giving me the same error as using ten shot groups, which is pretty good.
We will see if I can come up with a load that yields better accuracy than old faithful (175grn SMK + 43.0grn Varget at .015" of jam). I have a lot of 75 pieces of brass, so I have 5 sighters / foulers. I will randomize the shot order much like the OCW method. 70 shots is quite a lot, but with good record keeping, I am hoping for a successful experiment.
When this is all done, I will check it against a load that Mike Miller was suggesting at one point, which is 45.0 gr Varget and 2.82" OAL (I will need to figure out how much jam/jump that is).
I am hoping this experiment will yield something fruitful. I will let y'all know the results. Here are the runs:
Charge Jam(-)/Jump(+)
46.735 -0.015
44.5 -0.015
44.5 0.1
45.125 -0.015
47 -0.015
45.75 0.0425
45.125 0.1
44.5 0.0425
47 0.1
46.375 0.1
Well, I designed me an experiment using charge weight and seating depth as the two factors for a load using 155 Scenars and Varget.
I made the seating depth a quadratic function, which should work out pretty well. I made the charge weight a cubic function. If you think about the optimal barrel time theory, there should be a local max and a local min, so I think a cubic will work OK. In reality, a quartic function is probably more realistic, but that just increase my number of runs. I am also assuming an interaction between charge weight and seating depth.
I am going ten runs. My plan is to use CEP (circular error probable) as the response variable. I will do 7 shot groups. I really feel like you need that many shots to get an accurate estimate of CEP. Using the McMillan and McMillan chart, this is giving me the same error as using ten shot groups, which is pretty good.
We will see if I can come up with a load that yields better accuracy than old faithful (175grn SMK + 43.0grn Varget at .015" of jam). I have a lot of 75 pieces of brass, so I have 5 sighters / foulers. I will randomize the shot order much like the OCW method. 70 shots is quite a lot, but with good record keeping, I am hoping for a successful experiment.
When this is all done, I will check it against a load that Mike Miller was suggesting at one point, which is 45.0 gr Varget and 2.82" OAL (I will need to figure out how much jam/jump that is).
I am hoping this experiment will yield something fruitful. I will let y'all know the results. Here are the runs:
Charge Jam(-)/Jump(+)
46.735 -0.015
44.5 -0.015
44.5 0.1
45.125 -0.015
47 -0.015
45.75 0.0425
45.125 0.1
44.5 0.0425
47 0.1
46.375 0.1