On Aug 4, 3:56 am, Claude <
claude.baum...@education.lu> wrote:
> The PT100 sensor that we are using actually has a rather slow
> response. The shift of the profile during the descension could be
> a function of the time constant due to the much increased
> descension speed - which didn't play the same role during the slow
> ascension.
True, and a very good point. Since you have a profile of the
temperature going up as well as down, you *might* be able to take that
into account, but it's going to be a tricky problem... especially
because during descent (turbulent and fast), boundary layer effects
will be much lower - the payload is coupled thermally to the
environment better during descent than ascent, but how much better is
hard to say. On top of that the time constant will be much longer at
high altitudes than at low altitudes - something like a factor of 50
times longer! Getting accurate high-speed temperature readings of air
that thin is not at all easy.
Unfortunately, my data can only be used to apply an upper bound to the
outside temperature. If the internal temperatures are going down, it
must be because the payload is still loosing heat, and therefore the
temperature outside is still lower. The minimum temperature
experienced by my payload was 254 K (-19 C) at an elevation of 8583 m
(just a little shy of the height of Mt Everest), so I know at that
elevation, the temperature was less than that.. although I don't know
how much less.
> Please consult
http://www.convict.lu/htm/rob/hale3.htm
Hmm. You mention the following in the journal ("add-ons 08/08/03"):
"The inner temperatures first rise then fall to a minimum, then
rise
again. But the second hump FOLLOWS the one shown by the PT100
graph. Thus, no interior temperature rise may be the cause of the
PT100 rise."
I'm not sure that's true. The PT100 temperature will rise any time it
is receiving more heat than it is loosing. While it's true it's second
rise is later than the rise in the internal temperatures, that's not
what makes a difference for heat transfer: only the relative
temperatures matter. At a mission time of 1:45:00, the PT100
temperature starts making a significant swing up... but at that point,
every internal temperature is still well above the PT100 reported
temperature, so heat was still be conducted out of the payload and
into the sensor itself. If everything was close to equilibrium, then
when the internal temperatures trended down the heat conduction might
have trended down and *if* the PT100 was in thermal equilibrium with
the surroundings it might have begun to decrease in temperature. The
problem is nothing on these missions is in thermal equilibrium. It's
really complicating my analysis as well. For instance, the three
temperature sensors I have are exposed to heaters (who's output was
dropping, and not in a way I could measure), batteries (the heater
batteries actually put out a good bit of heat themselves, at least
early in the mission), and convective, conductive, and radiative
transfer within the payload. As the air pressure drops, not only does
radiative transfer begin to dominate, but boundary layer effects
become important (since the boundary layer depth is proportional to
the square root of the inverse density, as the density of the air
drops by roughly a factor of 50 the boundary layer becomes a factor of
7 thicker, really decreasing thermal exchange by convection, even
around the sensor head itself.
> This keeps on intriguing us.
The same on this side of the Atlantic :)
--
Brian Davis