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Weight Sorting Brass

Cases that have fully expanded to match the chamber (pressure cell) dimensions are VERY uniform in their external dimensions. Thus, the only real parts of the case that might affect weight without affecting internal volume are the extractor groove and the primer pocket. In my experience, both are also VERY uniform. A difference in brass thickness anywhere else will by definition affect the internal volume if the external dimensions are uniform. For that reason, if case weight was not proportional to case volume, it would not be possible to obtain a scatter plot for which the best straight line plot of case weight versus case volume has a negative slope, and a linear correlation coefficient in the 0.7 to 0.9 range. I've weighed and determined water volume for hundreds, if not thousands of cases over the years, and the corresponding scatter plot best straight lines always have these two characteristics.

Of course there are always a few outliers. As I stated earlier, I believe many of those outliers are more likely due to error due in the actual determination/measurement of internal water volume than in the true volume value itself. Accurate determination of internal water volume of cases is subject to a number of potential sources of error including bubbles, uniformity of the meniscus, etc. It takes a great deal of care to obtain consistent case water volume measurements, something I've practiced many times using a single piece of brass repeatedly.

The main point I'm trying to make is very simple. Sorting cases by weight can yield more consistent internal volume than doing nothing at all. It's really that simple. I'm not making any over the top claims about absolute case volume accuracy, potential sources of error, the existence of outliers, etc.; merely that the statistics support the notion that weight sorting cases can lead to more uniform internal volume than not sorting. Because weight sorting on a good balance is much faster,easier, and likely more consistent, than accurate determination of water volume, I believe it is a useful surrogate for sorting brass as compared to directly measuring the internal water volume of large numbers of cases.

So - the real [important] question as you correctly pointed out above is whether the modest improvement in case volume consistency obtained by weight sorting cases is large enough to make a difference that can be detected by other means such as muzzle velocity or vertical dispersion on a target. In my hands, the difference in sorted cases is sufficient to detect using a chronograph. It is more apparent with a small case such as the .223 Rem, where the velocity of the heaviest weight group can differ from the lightest by as much as 20-30 fps. It has less of an impact on .308 Win cases, although I do it for match loads anyhow, because it takes such a minimal effort.

I generally view anything that might improve the consistency of muzzle velocity in the long strings of fire (25+) we shoot in F-Class as potentially of benefit. It all boils down to what is the cost of a given step in the reloading process in terms of time and effort. Like certain other things we do in the reloading process, it is not always easy to demonstrate true statistical significance beyond any shadow of doubt. Nonetheless, we do certain things anyhow, especially if they do not require substantial effort. I would also point out that the impact of weight sorting brass is also likely proportional to the consistency of a given Lot# of brass. The more consistent the weight/volume of the brass to begin with, the less the benefit of weight sorting. I've had Lot #s of brass that were pretty uniform straight out of the box (after processing and fire-forming). In contrast, my last couple Lot #s of Lapua .223 Rem brass had about one in every five or six cases that weighed substantially more than the others, and it was those cases that gave 20-30 fps greater velocity from otherwise identical loads. Sorting those cases into 4 weight groups most definitely made a difference in ES/SD as compared to not sorting them at all.

The bottom line is that the science behind sorting cases by weight as a surrogate for internal volume is solid. Not "perfect", as there will always be a few outliers, but solid. Like almost anything else, it is up to the individual to test for themselves and determine whether sorting cases by weight provides a detectable or measurable benefit. If not, then it can certainly be argued that it may not be worth the effort for every reloader, regardless of how solid the science behind it may be. However, if there is a detectable benefit, even a very small one, I am one that will likely carry out that particular process. In the F-Class game, even one or two points or Xs can be the difference between winning and not winning. I don't believe that I can win a match at the reloading bench; I still have to point the rifle in the correct direction for whatever the wind is doing at that moment. However, I do believe that I can lose a match at the reloading bench. Bringing the best possible ammunition I can reload to every match I participate in means that all I really have to worry about when laying behind the rifle is what the wind is doing. I believe that sorting cases by weight improves the internal case volume consistency, and therefore leads to more uniform velocity and elevation on the target during a string of fire. Statistical analysis of case weight versus case volume support this belief.
 
I don't believe that I can win a match at the reloading bench; I still have to point the rifle in the correct direction for whatever the wind is doing at that moment.


I believe that sorting cases by weight improves the internal case volume consistency, and therefore leads to more uniform velocity and elevation on the target during a string of fire. Statistical analysis of case weight versus case volume support this belief.

Thanks Ned. Your first statement sums up F-Class. Your second answers my original question...from 7 years ago.:D
 
@Ned Ludd
While I can respect your input and don't doubt your own findings, in my experience it is not a universal trend for all calibers and/or case brands. Where to say, I to have seen good linear correlation in some calibers and/or brass, but have also seen terrible correlation in others. Personally have volume sorted 6PPC, 6BR, 6Dasher, .243-Win, 6.5x47, 7mmWM, 308-Win, 300-WSM, 300-WM, and 300-RUM brass and several different brands of cases. From which I have seen more that had poor correlation then good trends.
 
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Donovan - explain how a fired brass case for any cartridge known can be extremely uniform in its external dimensions, including the extractor groove and primer pocket, and NOT have weight that is proportional to its volume. Believe what you want, but it's physically impossible. As I stated earlier, it's far more likely to be error in accurately measuring case water volume, than that the case weight and case volume actually don't share a linear relationship.
 
@Ned Ludd
Below is a pair of .243-Win spent cases from one Lot of Winchester brass that measured in external lengths and widths identically, and near equal in capacity, but had a fairly large weight indifference. Both cases precisely sectioned with a lathe, then each section measured & weighed:

ExCase1.jpg
ExCase2.jpg
CaseEvaluation4.png

Note: in the cutting of each section with the lathe, 0.052" of material was removed for each cut.

Like in most all brass cases, the weight variations came from the thickness indifference to each section, as well as case head indifference's to extractor cuts, and metal thickness indifference's of the webbing and primer pocket floor. While on the outside cases appear and measure very equally, but on the inside, internally is where variations can be more readily seen and measured.

Below is another picture of Case A & B and a few of the others that I had also sectioned, to thickness measure and evaluate (many years ago now).

ExCase3.jpg

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PS: with my method of measuring capacities, I can repeat within 0.06-grain

-----------------------------------------------------------------------------------------------------------------------------------------------------------------------
 
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Donovan - according to the data you provided, case "B" weighed approximately 3.3 gr more than case "A", and the weight differential was fairly consistent before/after sectioning, and largely due to differences in brass thickness in the case-head and neck/shoulder region. According to the measurements, the external dimensions of the two cases, including the primer pockets, were very consistent, essentially indistinguishable. The heavier case had the lesser water capacity. This data is in perfect agreement with my supposition that if the external dimensions of cases are very uniform, any difference in brass thickness will result in a corresponding change in internal volume.

The two caveats to that statement are the region of the extractor groove and the primer pocket, as I stated previously. As your data shows, the primer pockets are very uniform, which makes complete sense. Any significant variance in the depth or diameter of the primer pocket would be readily noticed. That leaves the extractor groove as the only likely source where weight could vary without affecting internal volume, again, exactly as I stated previously.

So the real questions are exactly how uniform are the extractor grooves, and how much variance as a percentage of the total case weight might any variance in the extractor groove represent. My conclusion is that the extractor grooves are quite uniform. Not perfect, but quite uniform. Your analysis of the variance in the weights of the case-head regions did not isolate the extractor groove and therefore cannot distinguish between any weight differential due to the extractor groove (which will not affect internal volume), or the top of the case-head inside the case (which will affect internal volume).

Other than a difference in the amount of brass in extractor groove, where else is it possible to change the weight of a case without changing its internal volume? The answer is that if the external dimensions of the brass are uniform, it is not physically possible to change the thickness of the brass anywhere in the case except in the extractor groove or primer pocket without also proportionally affecting the internal volume. Is it possible that variance in the volume of the extractor groove might might be much greater in certain cartridges, or even certain brands of brass? Sure it's possible, but pretty unlikely I would think in quality brass. I say that because it's not even the total volume of the extractor groove, which represents only a small fraction of the internal case volume, it's the variance in extractor groove volume from case to case, an even smaller fraction of the total.

So I'm still very curious as to how a noticeable difference in case weight that is not proportional to a change in volume can be explained. I've prepared literally dozens, if not more, graphs from different brass preps over the years and they always show a strong linear correlation between weight and volume. Always. So where could some mass of brass go without affecting the volume? If two hollow vessels of made of a material with uniform density and having identical external dimensions have different weights, then by definition they cannot have the same internal volume. Further, their volumes will differ by an amount proportional to the weight difference. I can't believe that slight differences between the extractor grooves of different cases from the same Lot# of brass are large enough to throw the entire case weight/volume curve completely off. I totally understand that there are errors associated with any of these processes. I totally understand that crushing a piece of brass flat with a pair of pliers will allow it to retain all its weight, but have a very major affect in its volume. That is why it is critical for the brass to be fire-formed and have uniform external dimensions. Nonetheless, I have so far found an rational explanation for where brass weight might go without affecting volume to be lacking. Further, every time I weigh and determine water volume for cases, they exhibit a very strong linear correlation. Nonetheless, I find the topic to be rather wearisome over time, so I think I'll let others decide for themselves whether weight sorting brass is worth the effort. We can agree to disagree on the subject. You think I'd learn over time to expect what will happen whenever I post in a "case weight versus case volume" thread, but no, I still jump in with both feet.
 
@Ned Ludd
Don't care to go back and forth either, or have my inputs mediated further. Will just repeat what I've already said: ".... in my experience it is not a universal trend for all calibers and/or case brands. Where to say, I to have seen good linear correlation in some calibers and/or brass, but have also seen terrible correlation in others."
 
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@Ned Ludd
Below is a pair of .243-Win spent cases from one Lot of Winchester brass that measured in external lengths and widths identically, and near equal in capacity, but had a fairly large weight indifference. Both cases precisely sectioned with a lathe, then each section measured & weighed:

View attachment 1131718
View attachment 1131719
View attachment 1131725

Note: in the cutting of each section with the lathe, 0.052" of material was removed for each cut.

Like in most all brass cases, the weight variations came from the thickness indifference to each section, as well as case head indifference's to extractor cuts, and metal thickness indifference's of the webbing and primer pocket floor. While on the outside cases appear and measure very equally, but on the inside, internally is where variations can be more readily seen and measured.

Below is another picture of Case A & B and a few of the others that I had also sectioned, to thickness measure and evaluate (many years ago now).

View attachment 1131722

-----------------------------------------------------------------------------------------------------------------------------------------------------------------------

PS: with my method of measuring capacities, I can repeat within 0.06-grain

-----------------------------------------------------------------------------------------------------------------------------------------------------------------------
I like your method. No quess work. Most shooters don't have the equipment to do the evaluation like you did. Weighing the cases ignores the fact that the entire case web area is swaged into shape. Prenty of room for variation in dimensions like the head web area. I think the rim and extraction groove are the only machined area on the head. Also a statistic R error value of .6,.7 or .8 is not good correlation. It's time to start ignoring further comments I have more important things to worry about.
 
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Where did anyone report an R value of 6, 7, or 8 in this thread? I typically obtain R values in the 0.7 to 0.9 range, which indicate a very strong linear correlation. Ignoring further comments would suit me just fine instead of re-posting someone else's case weight/volume data and then making statements/claims that the re-posted data don't even support.

For anyone that is willing to keep an open mind about the notion that case weight and case volume may actually correlate quite well, rather than merely accepting something because it's what they already want to believe, the approach to determine how it works in their hands is simple. Weigh and determine water volume for 15-20 cases, then make a scatter plot of case weight versus case volume. Use the graphing software to plot the best straight line and determine a correlation coefficient. If a best fit line with a negative slope and a correlation coefficient somewhere between about 0.5 and 1.0 is obtained, then you can be fairly certain sorting your cases by weight will result in more consistent case volume. If, as Donovan has suggested, a particular type cartridge brass does not exhibit a good correlation between weight and volume, you'll get a graph with a best fit line slope or zero or greater, and a correlation coefficient somewhere between 0.5 and zero. That's a very simple and expedient method to determine for yourself whether sorting your cases by weight is worth the effort, or a complete waste of time.
 
Someone on his website did a comparision of wt. and volume. There was no correlation.
What we are all looking for is consistent muzzle velocity as a road to holding the water line. So, what matters is not a relationship between weight and volume but rather that there IS a relationship between weight of properly prepared cases from the same lot and MV. This has been demonstrated many times. AND there is a relationship between case volume and velocity. Most would agree that volume is a more reliable/accurate determinant, but not the only one.
 
As a casual observer of the data posted, my impression is that weighing is better than not doing anything to sort brass volume but actually measuring the volume is better than weighing. Makes sense to a simple guy like me, if you want to know what the volume is then you measure the volume, not the weight. If you are in a hurry then sort the cases by brand and weight but if you have the time then sort by volume.
 
I got intrigued by the weight sorting vs capacity sorting issue a while back so I conducted my own experiment. I set up a simple spreadsheet with a column for dry weight (including a 'throw-away primer), a column for wet weight, and a colum that subtracted the dry from wet & then at the end of the columns I set up formulas to show the SD, Average, & ES for each column. I used a small eyedropper type device to allow me to add very small drops of water to the cases until the water just barely stood above the top of the neck. By carefully filling the case I was able to get repeatable 'wet' weights for a case. I ran this test on Lapua, Sig, and Hornady brass in both 6.5CM and 22-250. One of the most interesting things I found in all three brands and both calibers was that there was no definite correlation between weight and capacity - there were many instances where there was a significant difference in weight (1+ grain) but little & sometimes no difference in capacity. Also there were instances where a heavier case actually had a slightly larger capacity. With all three brands in the 6.5CM the SDs were all under .1 and the ESs were .4 and under. The weight SDs (both wet & dry) were all under .5 with ESs running 1.22, 2.77, & 2.88. Weight was measured to +/- .02 gn. This leads me to believe that, at least with quality brass, they utilize some method to insure accurate control of case volume.
 
You're right...the manufacturers of "quality" brass use magic to control the volumes of all their cases. That's all it really is, magic. ;)



Below are graphs for a couple different brands of .223 Rem brass I did yesterday.

Starline Brss Wt:H20 Wt.jpg

Lapua Brass Wt vs H20 Wt.jpg
 
When cases are fire formed and of the same length, weight is irrealivent.
Once volume is measured and you know there is some variations, you can now sort cases accordingly as you like, job done, or is it.
The best result is to have all case volumes equal, this means applying the same high level of consistancy to the case as used in other aspects of reloading. It's about what's inside the case causing the variation and correcting it.
Weight Correlation is not on the
same page IMO.
LC
 
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