Gue Vs Tdi

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NWGratefulDiver:
I am fairly certain that the TDI instructors who have been following this thread are very proud to have you representing their agency ...

... can we bury what's left of this horse's carcass now?

... Bob (Grateful Diver)
I'm very disappointed in you Bob, you took the Dan O2 course. so you , of all people, should know
 
NWGratefulDiver:
... can we bury what's left of this horse's carcass now?
Could you (or someone else) please close the thread before the carcass is
exhumed again?
 
nova:
I'm very disappointed in you Bob, you took the Dan O2 course. so you , of all people, should know
What's to be disappointed ... that I didn't get involved in your little ******-measuring contest? I'm not interested in "impressing" our board's members that way.

For what it's worth, I'm a DAN instructor ... and you haven't a clue what I know or don't know on the subject, because I haven't told you.

I plan to keep it that way.

... Bob (Grateful Diver)
 
Hey, Bob, are you sure you want to break up this chick fight? I know it's boring but the more time these two stay back here, pulling each others hair and shredding each others panties, the less time they'll have out on the rest of the board.
 
I know I should just step away here, but...

nova:
your equation doesn't have anything to do with diving.

nova is wrong here, 'nuff said.

and PV=nRT, maybe I'm slow but this is a thermodynamic equation were nRT reprisents the measure of the sum of all individual molecular kinetic energy.

oddly enough he's basically correct here. you can also write the ideal gas law as:

PV = NkT

where N is now the count of the nuber of atoms rather than the number of moles (N = n * avogadros). kT is boltzmann's constant times the absolute temperature -- which is a measure of energy. what that equation is stating is that for every molecule of gas you get a contribution of kT from its kinetic energy.

this is actually a much more elegant way to write the equation when you've got the additional background of thermodynamics where integral or half-integral factors of kT's tend to pop up all over the place.

what i've forgotten is why you don't get 3/2 kT for the 3 dimensions of translational kinetic energy that each molecule has -- that can be someone else's homework assignment though...

am I helping you with your homework? because this has nothing to do with the increase in veinious pressure do to ongassing .

again, wrong here.
 
...
 
nobody appreciates a good physics problem these days...

lamont:
what i've forgotten is why you don't get 3/2 kT for the 3 dimensions of translational kinetic energy that each molecule has -- that can be someone else's homework assignment though...

so, from basic physical dynamics (good old billiard balls bouncing off the walls of a container) you can arrive at:

P = 2/3 (N/V) (1/2 m <v^2>)

then the equipartition theorem does, in fact, hold:

Ek_x = 1/2 kT
Ek_y = 1/2 kT
Ek_z = 1/2 KT

Ek_tot = 1/2 m <v^2> = 3/2 kT

which leads by substitution to:

P = 2/3 (N/V) (3/2 kT)

which gives us:

PV = NkT

w00t.

for diatomic gases (N2 / O2) you also get for total energy from the equipartition theorem:

E_tot = Ek + rotational + vibrational = 3/2kT + 1/2kT + 1/2kT = 5/2kT

this affects the heat capacity of the gases and makes N2 and O2 at a given temperature contain more energy than He -- or stated otherwise, warming up N2 and O2 to body temperature takes away more energy from the body than He -- which is why He is actually not a cold gas to breathe.
 
lamont:
nobody appreciates a good physics problem these days...
Just because you answered your own question before giving someone else a chance to doesn't mean we don't appericate it. :wink:
 
cornfed:
Just because you answered your own question before giving someone else a chance to doesn't mean we don't appericate it. :wink:
The breeze coming off the propellers can keep everyone cool as well.
 
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