savagedasher said:I think you're getting the cart ahead of the horse till the case capacity is all the same it can't be determined accurate. Larry
Was wondering if anyone was going to broach this subject!! ;D
savagedasher said:I think you're getting the cart ahead of the horse till the case capacity is all the same it can't be determined accurate. Larry
Case volume in real life of course affect MV, but realistically when you are looking at the numbers Boyd is dealing with here, it is not going to make any difference.RMulhern said:savagedasher said:I think you're getting the cart ahead of the horse till the case capacity is all the same it can't be determined accurate. Larry
Was wondering if anyone was going to broach this subject!! ;D
ebb said:I just keep having dreams of a short mag case necked down to 22 caliber with a 3 inch long bullet that has a really high BC, and a long barrel life.
jlow said:Of course the way I look at it is all these small differences that does not make a big difference by themselves can add up if one started to ignore/skip doing multiple accuracy related things like consistency in bullet base to ogive, case weight/volume, etc.
BoydAllen said:I would only worry about small amounts of powder variance after all of the bullets had the same feel when seating, and my ogive to head dimensions were very close to perfect.
amlevin said:Try soldering together two 1.5" Flat based bullets so you have a point on each end. That would give you a near perfect Sears-Haack body. Theoretically there is no more perfect aerodynamic shape than that.
BoydAllen said:No, I do not know of such a chronograph. I was trying to show the potential improvement of going from the accuracy of a Chargemaster to that of charges trickled onto something like a Gempro 250. If we estimate the Chargemaster as being at +- .1 grain, and the Gempro at +-.02 the difference would be around 6 FPS in ES. That will not get you to low double digits from around 40.
BoydAllen said:Recently I have been working with a friend who is working up loads for his .308 and is at the stage where he is trying to minimize the extreme spread of velocity for loads using Varget, and 175 gr. SMKs.
Toward that end, wanting to give him some sense of the relative importance of a given variance in powder weight, I got out my No. 27 Hodgdon manual and looked the minimum and maximum loads for that combination. Once I had those I subtracted the low values for velocity and charge weight from the high ones and found that for a three grain difference, the difference in velocity was 107 FPS. Dividing that by 3 gave me the change per grain, and dividing that by 10 gave a velocity change per tenth grain of 3.7 FPS. An earlier experiment had showed me that there are approximately four granules of Varget per tenth grain, dividing 3.7 by 4 rounded off to .9 FPS/granule.
SWRichmond said:I don't think it would be correct to assume that the pressure curve or the velocity curve are linear for any given grain or kernel of powder. In other words the next kernel has a nonlinear effect, different than the previous kernel. Doing a simple mathematical division is not the right way to answer this question. I also don't think that any consumer chronograph is precise enough to furnish the answer.