From: Mark Borgerson on
In article <c20b3d6e-ff34-4c70-87af-3090903e4736
@k19g2000yqc.googlegroups.com>, k_over_hbarc(a)yahoo.com says...
> On Feb 4, 4:27 pm, Mark Borgerson <mborger...(a)comcast.net> wrote:
>
> > That point of decimation brings back memories----when I
> > worked on highway surveys back in the '60,  all the
> > measurements were in feet---and tenths or hundredths
> > of feet.  Not an inch to be found in the survey logs!
>
> I must point out that the normal word is 'decimalisation'. Decimation
> is something quite different ;)
>
Especially if you're a legionaire in a misbehaving Roman Legion! ;-)

I was a bit hasty in following the lead of the person to whom
I responded:

"It is a fact that in almost all real calculations in
English units, one unit is chosen and it is decimated."

After you've done that, do you only have 9 units left? ;-)


Mark Borgerson


From: Bill Owen on
Andrew Usher wrote:
> Actually, I've long thought decimal time wouldn't be a bad idea. But
> on the other hand, the fact that everyone works with the different
> units of time shows that non-decimal units are not really confusing to
> common people, unlike what metric propaganda says. (And if they were
> consistent, they would decimalise time - and angle, which is still
> worse, as I explained in Section V of my essay.)

This was in fact tried (for time, for a time) during the French Revolution:

http://en.wikipedia.org/wiki/French_Republican_Calendar

http://en.wikipedia.org/wiki/Decimal_time

The closest they've come to decimalizing angles is the "grad," which is
1/100 of a right angle.

-- Bill Owen
From: Bart Goddard on
Mark Borgerson <mborgerson(a)comcast.net> wrote in
news:MPG.25d525fa77809083989a71(a)news.eternal-september.org:

>> I must point out that the normal word is 'decimalisation'. Decimation
>> is something quite different ;)
>>
> Especially if you're a legionaire in a misbehaving Roman Legion! ;-)
>
> I was a bit hasty in following the lead of the person to whom
> I responded:
>
> "It is a fact that in almost all real calculations in
> English units, one unit is chosen and it is decimated."
>
> After you've done that, do you only have 9 units left? ;-)

"Decimalization" isn't the normal word. Just read the
newspapers. Indeed, the uproar (much of it comedic)
in the UK over decimation (their word) of the monetary
system is an admission that decimation of the U.S.
measuring system would be quite painful. Are we
_sure_ it's worth it?

B.


--
Cheerfully resisting change since 1959.
From: Matt on
On Thu, 04 Feb 2010 02:58:20 GMT, Heidi Graw wrote:
>As for cooking, I use a pinch of this and a pinch of that.
>A handful of this or that, add a dollop and a splash...

Those are quite anthropocentric units of measure.

The metric system is anti-anthropocentric. That's why the metric
system sucks.

Decimalization is a paradigm. It is not dependent on which base unit
is being decimalized.

Imperial units are not traditionally decimalized; but they can be, as
noted in a previous post which mentioned surveying.

From: Mark Borgerson on
In article <bd403494-25b9-4839-9897-
b34b875ba68b(a)r19g2000yqb.googlegroups.com>, k_over_hbarc(a)yahoo.com
says...
> On Feb 4, 4:16 pm, Mark Borgerson <mborger...(a)comcast.net> wrote:
>
> > > I can't believe he couldn't tell you. The density of water (I know in
> > > my head) is about 62.4 pounds per cubic foot; 62.3 if correcting for
> > > the bouyancy of air (a detail the metric-philes always omit!).
> >
> > If you're really talking about density, (mass per unit volume) the
> > buoyancy of air has nothing to do with the result.
>
> Well, yes, technically. But if you used a weight measured with a scale
> (any type) the correction does come into account.

That's not necessarily true either. If you are weighing iron
cannonballs on a balance scale using iron weights, no correction
is necessary. The same holds true on a balance scale whenever
the item and weights are of equal density. If the weights are
properly calibrated for their mass in vacuo, you will get
the proper in-vacuo weight of the cannonball.
>
> > If you're talking
> > about the WEIGHT of a unit volume, then, in some cases, you
> > may need to correct for the buoyancy of air---which is, of course,
> > a function of altitude.
>
> Yes, if you need to be exact. But an adequate approximation for almost
> all purposes in most of the inhabited world is that the density of air
> is 1/800 that of water or 0.08 pounds/cu ft.

As long as you're measuring at sea level. In Denver, it's only about
0.063 pound/cu ft. But you're correct for the vast majority of people,
who live at elevations below 1500ft.

http://www.engineeringtoolbox.com/air-altitude-density-volume-d_195.html


>
> > > Of
> > > course it changes with temperature as well; it's rather fortunate that
> > > water has a much lower thermal expansion than any other liquid at
> > > normal temperatures.

Except for mercury, of course. Mercury has a coefficient of thermal
expansion of 18e-5, while water is 21e-5. Given that low coefficient
I suppose that mercury was used in thermometers, not because it
was the best expansion medium, but because of low vapor pressures
and high visibility.
> >
> > (unless, of course, you go below 32F!   ;-)
>
> No. That's negative thermal expansion!

Not really---ice has a coefficient of thermal expansion quite different
from the volume change with the phase change.

Mark Borgerson