Local viscosity and diffusivity of a binary gas mixture

[Clausius2]

I am searching for the physical properties of a binary gaseous mixture.

In particular, I would want to know the local viscosity $$\mu$$ and local mass diffusitivity $$D$$ of any binary mixture of gases, as a function of the local mass fraction of each other. I have not found nothing in Google,

Thanks.

 

[FredGarvin]

Try looking under Transport Properties. I found a cool littole calculator that may give you what you need:

http://grashof.engr.colostate.edu/tools/diffus.html

 

[Astronuc]

Fred, that's excellent! The species seem to cover a wide variety from fuel/power and chemical/process industries.

I'd love to get my hands on the calculator engine.

 

[Clausius2]

It could be very useful, but that is not what I am currently searching.

I am looking for an analytical or experimental expression:

$$\mu=\mu(Y_1,Y_2,\mu_1,\mu_2)$$

$$D=D(Y_1,Y_2,D_1,D_2)$$

where Y1 and Y2 represent the mass fraction of each component.

 

[Clausius2]

Fred! Your link doesn't work now. And I need urgently a similar calculator. Do you know any other?

Thanks!

 

[jaap de vries]

mole fractions

Just use mole fractions

$$\mu_{mix} = \sum x_i \mu_i$$

Where the mole fractions can be found by using the mass fractions and the molar weights.

 

[FredGarvin]

Ooops. Sorry about that Clausius. I wasn't ignoring you. I didn't see your post. I hope you didn't get too much in a pinch. Do you still need a calculator like that old one?

 

[Clausius2]

Ooops. Sorry about that Clausius. I wasn't ignoring you. I didn't see your post. I hope you didn't get too much in a pinch. Do you still need a calculator like that old one?

It would be nice to have one. Thanks,