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macroscopic material balance for a multicomponent system from the microscopic balance

macroscopic material balance for a multicomponent system from the microscopic balance

macroscopic material balance for a multicomponent system from the microscopic balance

(OP)
Hi!

I don't know if anyone can help me but I've been trying to find the deduction of the macroscopic material balance for a multicomponent system from the microscopic balance (continuity equation) but I wasn't lucky enought. I manage to find both balances but I don't know how to derivate one (macro) from the other (micro).

If anyone have any clue I will be so grateful.

Thanks in advance!

RE: macroscopic material balance for a multicomponent system from the microscopic balance

agustinlave,

This seems more like an academic exercise than a real world problem faced by a practicing ChE. Is it for school?

Good luck,
Latexman

To a ChE, the glass is always full - 1/2 air and 1/2 water.

RE: macroscopic material balance for a multicomponent system from the microscopic balance

(OP)
Hi Latexman,

Thanks for your answer. The question might not fit here but it's not for the school :D. I'm currently working on a design related to mass transfer and I need to understand first how to get to the macroscopic balance.

It's more a mathematical issue than a ChE stuff. Anyways if anyone can help me it would be amazing!

Best, Agustín.

RE: macroscopic material balance for a multicomponent system from the microscopic balance

Maybe you should broaden your knowledge on material balances by researching approaches other than the reference you showed. A different approach used by other textbooks/references may just spark the solution in your mind. I learned material balances from Felder and Rousseau's Elementary Principles of Chemical Processes. There must be dozen's more.

Good luck,
Latexman

To a ChE, the glass is always full - 1/2 air and 1/2 water.

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