Why Don't We Have Metric Time? | Answers With Joe
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Channel: Joe Scott
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Length: 19min 33sec (1173 seconds)
Published: Mon Mar 08 2021
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The fundamental problem is that the day is not a sound thing to base a modern scientific measurement standard on.
First off, what do you mean by a day? A solar day? That varies by over 40 seconds during the year. A mean solar day? That gets longer by about a millisecond over 43 years. You can't have a scientific constant that gets 0.23% larger over a century. An ephemeris day? That's defined in terms of the second, so that's putting the chart before the horse.
Second off, even if we somehow did manage to create a 10 hour day with 100 minutes to the hour and 100 seconds to the minute, then what?
We'd face the same problem again with the year, because there's no way to divide a year into an even number of days - hence the existence of leap years. What do we mean by 'year' anyway - is it a tropical year or a sidereal year?
Also, he claims that metric time is relegated to "niche applications" like computer time keeping. That's a strange way of looking at it - all precision time keeping is second-based and therefore metric. All our computers, including our phones, measure time in some metric unit, only converting it to years, days, hours, and minutes when it's time to present it to a human. All our precision clocks are just fancy computers. Nearly all our communication is mediated via computers that slice time into units of seconds.
If any time keeping is "niche", it's the paper almanac and the mechanical clock - the only domain where non-metric time still reigns supreme.
I think the nature of how we represent time (a circle with hands) just lends itself to using 12 way better than 10.
We sort of do have metric time. The metric time unit is the second. Unfortunately, the time periods we want to measure (days) aren't divisible into a nice round number of seconds and never will be because they are not constant.
Basing time on the length of an Earth day is like basing distance on the length of a rubber band.