Wow, y'all sure know how to make a guy fee welcome! I count myself lucky that nobody flamed me for spelling errors. Yeah, I probably do need to get out more, but that's one of the pitfalls of working from home.
Does anyone want to argue with me that decimals or fractions are easier to calculate than whole numbers? Sure you can measure ANYTHING using ANY measuring system; I am exactly 0.0011679292929293 miles tall, but who wants to work with a number like that when there are easier and more convenient scales to use and when rounding introduces significant errors? That's why they invented scientific notation (and the metric system), to make large numbers and decimals look and function like smaller whole numbers in calculations and equations.
While converting units is a snap with the metric system, using metric units in everyday calculations is not necessarily easier. The problem lies in the fact that each metric unit of measurement is an order of magnitude smaller or larger than the next unit. Often times the things to be measured fall somewhere between two measurement units, so you end up with a result that is either needlessly precise or hopelessly inaccurate.
I tried to illustrate that point in my previous example, but apparently failed, so how about this:
If a highway lane is 12 feet wide and there are six lanes, how wide is the highway? How about if the highway lane is 3.7 meters wide? The distance is the same but the calculation is easier using the measurement scale originally designed for measuring such things. Which number is easier to use in calculations, 72 or 22.2? Furthermore, a rounding or measurement error of one full unit won't make much of a difference in the usability of the highway if you're measuring in feet, but could be a problem if you're measuring in meters. I realize that these kinds of errors can go both ways, but most "non-metric" measurement scales were created to measure specific things to a reasonable level of accuracy, so those units naturally "fit" the items being measured (think 1/4 carat diamond versus a 0.05 gram diamond). I agree that a lot of this is "Legacy" or tradition, but there is a reason why those measurement systems were originally developed and why they are still in use, they work.
But back to my previous example. Let me clarify. Something weighing "2.8g" on a scale accurate to within a tenth of a gram could actually weigh anywhere from 2.75g to 2.84g. Likewise something weighing "2.89g." on a scale accurate to within a hundredth of a gram could weigh anywhere from 2.885g to 2.894g.
True, the difference between 2.89 grams and 2.90 grams is only 0.01 grams (0.15 grains), but the difference between 2.8 grams and 2.9 grams is 0.1 grams or about 1.5 grains, so you could achieve acceptable loading accuracy if you had a powder scale that measures in grams to hundredths of a gram but not one that only measures to tenths of a gram.
Adding digits behind the decimal will make any metric measurement scale work, but it also adds to the confusion (as my powder weight example illustrates).
I stand by my assertion that there is little difference between 44.6 and 44.7 grains while there is a huge difference between 2.8 and 2.9 grams. Just to be clear, a tenth of a gram is equal to about 1.5 grains.
My load data books give the following start and max loads for a 150 gr. Spitzer with BLC2:
Data Source-Start charge grains/Start velocity fps-Max charge grains/Max velocity fps-Difference grains/Difference fps
Sierra-40.6/2500-48.7/2900-8.1/400
Lyman-45.0/2717-49.0/2915-4.0/198
Speer-40.0/2518-44.0/2753-4.0/235
Hodgdon-45.0/2661-48.0/2839-3.0/178
A 1.5 grain disparity in powder charges my not create a 150fps variance,but it will create enough of a variance that it falls outside the standard deviation for a string of "identical" cartridges. And this is just for the single hypothetical example listed. What would the difference in velocity be between a .45 ACP 230gr. bullet loaded with 5.0 grains and 6.5 grains of Red Dot?
I concede the point that some European ammunition manufacturers DO include bullet weights in grams. I just looked at a box of GECO 9mm in the safe and it was marked in grams, but my Silver Bear 54R was not (no doubt it was packaged specifically for us dumb Americans).
I'll also concede that many (most?) of the modern (post 1799) firearms dimensions in "inches" could be/are conversions from metric
But to get back to the original-original reason that led me to this thread, I have an IOR compass marked in "Russian" mils. Can anyone tell me if this system is used in any optics? Also can someone tell me the difference(s) in subtension from a regular (U.S.) mil-dot. I was originally disappointed when I realized what scale was on the compass, but I'm thinking about building a faux Mosin-Nagant "sniper" and might just keep the compass as an accoutrement for the rifle.
Any info would be greatly appreciated.