Right, so you enjoy warmth such as: 1 foot = 12 inches, 1 stone = 14 pounds, 1 pound = 16 ounces. Lots of useless names and numbers to memorize compared to kilo = 1000, milli = 0.001.
> in favor of cultural uniqueness and fun over conformity
You're writing in impeccable English. As we know, English is an international language and most definitely not the pinnacle of cultural uniqueness or non-conformity. Why not adopt a more esoteric and fun language for yourself such as, who knows, Esperanto, Lojban, Klingon, etc.?
> in contrast to [...] the cold calculation of the more “scientific” metric system
Decimals are optimized for cold calculation, yes. Would you like to use a monetary system based on pounds, shillings, and pence - like the UK and Australia right into the 20th century? Did you know that the New York Stock Exchange traded in increments of $1/8 and later $1/16, before fully decimalizing?
Most of life is just useless facts, I think it's fun and I enjoy it.
> You're writing in impeccable English. As we know, English is an international language and most definitely not the pinnacle of cultural uniqueness or non-conformity. Why not adopt a more esoteric and fun language for yourself such as, who knows, Esperanto, Lojban, Klingon, etc.?
I've been learning French actually and have really enjoyed it. When I was in France recently I was able to put some of those skills to the test and found it fun and interesting to see how both difficult, and in some other cases, incredibly easy to fit in even with knowing maybe a hundred or so words and basic grammar. I speak English since that was what I grew up with. English is actually pretty fun as a language too because of the chaos of the very language itself. Read vs read, &c.
But all cultures have some things that are unique and also not very unique about them. I'm not sure why we can't just have our measuring system like we do today and that's just one unique thing about the United States.
To turn this around the other way, maybe everyone should just eat at McDonalds and conform to what's most popular and efficient?
> Decimals are optimized for cold calculation, yes. Would you like to use a monetary system based on pounds, shillings, and pence - like the UK and Australia right into the 20th century? Did you know that the New York Stock Exchange traded in increments of $1/8 and later $1/16, before fully decimalizing?
Yea sure. How many basis points is $1/8?
But each time the metre was redefined, the new definition was within the error bounds of the previous definition and the instruments that could be used within the previous definition - this ensured that backwards compatibility was retained. That's how we end up with these weird-looking numbers; it's not for fun and games.
Meanwhile, backwards compatibility was absolutely broken many times in traditional and imperial measurement systems. Heck, we have a break even in recent history: The survey foot has been discontinued in terms of the international foot, but they differ by 2 parts per million. That might not sound like much, but if you're measuring a whole continent, then being wrong by 2 ppm over 3000 km means having a discrepancy of 6 m, which is more than enough to fit an extra house in.
That’s incorrect. It’s “one ten-millionth of the distance from the equator to the North Pole along a great circle through Paris” (https://en.wikipedia.org/wiki/Metre). Different fraction, and much better defined (different circles of longitude may have different lengths)
> That was considered not accurate enough, so it was redefined as the length of a certain metallic bar kept in Paris.
I can’t find a reference, but I think it at least partially was a matter of practicality, not of accuracy. It’s not simple to measure that 10,000 km distance (https://en.wikipedia.org/wiki/Arc_measurement_of_Delambre_an...: The arc measurement of Delambre and Méchain was a geodetic survey carried out by Jean-Baptiste Delambre and Pierre Méchain in 1792–1798 to measure an arc section of the Paris meridian between Dunkirk and Barcelona. This arc measurement served as the basis for the original definition of the metre.)
Other parts of the video highlight the insanity of inconsistent and shifting definitions of imperial units such as the mile, gallon, fluid ounce, pound-force/pound-mass, etc. It's one big damning essay against pre-metric units.
That's a scary ability. I wonder if that guy is equally adept at converting acre-feet to gallons, or if he's a one-trick pony.
Here's what I know without looking anything up: 1 mile = 1760 yards, 1 yard = 3 feet, 1 foot = 12 inches; 1 US gallon = 231 cubic inches (exact conversion, and a weird number at that). So 1 cubic mile = (63360 inch)^3 = 7707820032000/7 gal ≈ 1.101 trillion US gallons.
Fun fact, combustion engine displacements used to be quoted in cubic inches. Note that 61 in^3 ≈ 1 litre.
12 * 3 * 1760 = 12 * 5280 = 63,360
231
63360^3 / 231 = 1,101,117,147,428.571
hold on: a horizontal foot, or a vertical foot ? 0.30480061m versus 0.3048m
... Yes, I think that was unironically exactly the point.
> You're writing in impeccable English.
Which is a ornery bastard of a language with more exceptions than rules. It's about aesthetic, not popularity.
> Would you like to use a monetary system based on pounds, shillings, and pence
I wouldn't be surprised.
Your entire comment comes across like you think you're exposing contradictions that really just aren't contradictions at all.
Do you have problems with time too? I mean, 1 minute = 60 seconds, 1 hour = 60 minutes, but one day = 24 hours? Wtf??! And one week = 7 days! And one month is 30 unless you mean an actual month which is anywhere from 28 to 31. And the year is 365 days, unless it's a leap year with 366. How do you cope with that?
I realized it would never catch on, because a 30 minute TV show would have to fit into 28.8 minutes, and the only way to do that was to lose a couple of commercials. Never gonna happen.
I have memorized how time and dates work, but I do not enjoy the system.
Time is my biggest sore point. For starters, doing any kind of arithmetic is an exercise in pain. For example when I rent a shared bike, the system tells me the start and end time to the second - for example, from 13:26:08 to 15:54:39. To calculate the duration, I have to combine the HMS into linear seconds, subtract the two linear timestamps, and then reformat it into HMS notation. Similarly, if I have to calculate ratios, percentages, histograms, etc., then HMS notation just gets in the way.
Have you ever tried writing logic to deal with HMS before? Here's an exercise for you (which I completed this month): Given a non-negative integer number of seconds, write out the number as a string formatted in DHMS format such that the leftmost unit cannot have leading zeros (so no 0m23s, no 09s) except for the special case of 0s, the string must be fully reduced (e.g. 83s -> 1m23s), and any non-leftmost unit must have full leading zeros (e.g. 1h2m3s -> 1h02m03s). The logic is pretty horrendous. The alternative, if everything was expressed in linear seconds, is completely trivial.
The second sore point about time notation is that although sub-second units (ms, μs, ns, etc.) are fine and dandy, any SI super-second unit (kilosecond, megasecond, etc.) is never used in practice and also has no alignment with days and years. This isn't merely a theoretical concern because that's how we get non-SI units like km/h, kW⋅h, and light-year. If ks was useful and popular, then km/ks just simplifies to m/s, whereas km/h = 3.6 m/s and kW⋅h = 3.6 MJ. Personally, I would've preferred the day to be subdivided into either a thousand or a million ticks, especially because I strongly prefer power-of-1000 prefixes (so milli- is good, centi- is bad).
As for dates, we can't get around the fact that there are roughly 365.25 days per tropical year. The Gregorian calendar is hacky because February is shorter than other months, a leap day is put at the end of February instead of the end of December, and the naming is shifted so that Sep (number 7) = 9th month, Oct (number 8) = 10th month, Nov (number 9) = 11th month, Dec (number 10) = 12th month. I think the least bad solution is the https://en.wikipedia.org/wiki/International_Fixed_Calendar .
>> Lots of useless names and numbers to memorize
You are correct to point out that time units have many weird names and conversion factors. Now on top of that, try learning all these names and conversion factors:
• Length: 1 mile = 1760 yards (let's skip furlongs and chains even though they are part of the derivation of the mile), 1 yard = 3 feet, 1 foot = 12 inches. Then there are industry-specific measures like mils in machining, points in typesetting, nautical miles.
• Volume: 1 US gallon = 4 quarts, 1 quart = 2 pints, 1 pint = 2 cups, 1 cup = 8 fluid ounces, 1 fluid ounce = 2 tablespoons, 1 tablespoon = 3 teaspoons. Also, 1 US gallon = 231 cubic inches exact, surprisingly. Throw in some more industry-specific units like cubic feet of water, cubic inches of engine displacement, acre-feet of rain, cubic miles of dirt mined, barrels of oil...
• Mass: 1 short ton = 20 hundredweights, 1 hundredweight = 100 pounds, 1 pound = 16 ounces, 1 ounce = 480 grains; also, 1 stone = 14 pounds (pervasive in UK but nonexistent in US).
• Power: horsepower, BTU/h, ton of cooling, possibly foot-pound-per-second.
The point is, all of the above names and numbers are completely arbitrary and you have to learn them all from scratch. If you aced the test on units of length, that has told you exactly nothing about the units of mass.
It should go without saying in the metric system, the following series mean exactly what you think they mean:
• Length: ... nanometre, micrometre, millimetre, metre, kilometre, megametre, gigametre, ... .
• Volume: ... nanolitre, microlitre, millilitre, litre, kilolitre, megalitre, gigalitre, ... .
• Mass: ... nanogram, microgram, milligram, gram, kilogram, megagram (metric ton / tonne), gigagram, ... .
• Power: ... nanowatt, microwatt, milliwatt, watt, kilowatt, megawatt, gigawatt, ... .
• Frequency: ... nanohertz, microhertz, millhertz, hertz, kilohertz, megahertz, gigahertz, ... .
If you know how many metres are in a kilometre, you know how many hertz are in a kilohertz - you didn't need to learn anything new. You just needed to think for two seconds upon the first time you heard that prefixed unit.
An LED bulb advertised as 2000 lumens (lm) can be easily rewritten as 2 kilolumens (klm) if you wanted to. A power bank marketed as 20000 mA⋅h can at least be simplified to 20 A⋅h (and 72 kilocoulombs if you get rid of the hour).
For the record, I am from a metric country and immigrated to the US as an adult. I still find American system to be more adjusted to human needs. E.g. temperature in F does not need decimals unlike temperature in C, tool sizing in inches is simpler (look at the sets of drill bits in different systems for example), tire pressure in psi (e.g. one of my bikes is 53 psi rear and 51 front, or 3.65 and 3.51 bars, you could say I could remember just the decimals, but another bike is 33 and 31, or 2.27 and 2.13 so no, it's 3 digits with bars vs 2 in psi), house dimensions are in even number of feet so much easier to find furniture, which is designed with this in mind, obviously. Miles are great to estimate time of travel by car, take 1 minute per mile of distance on a highway and 2 minutes in the city and you will be pretty close.
But, of course, the reason the American system is never going away is because it would be insanely expensive: you either will have to rewrite all building codes/standars/recipes with stupid conversions e.g 50.8x101.6 instead of 2x4 even though the lumber dimensions are not really 2 and 4 inches or scrape them and write the new ones using the more sensible metric dimensions but then you will need to scrape all the tooling you had and buy new, metric tools. All so you could say how many micrometers in a kilometer and feel smart?