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Gibbs Phase rule- n+2 rule

  1. Aug 15, 2012 #1
    1. The problem statement, all variables and given/known data

    "By applying Gibbs' phase rule to show that for an n component system, no more than n+2 phases may coexist at equilibrium

    2. Relevant equations

    P+F=C+2

    3. The attempt at a solution

    Because the question says that P = n +2 I subbed this in => n+F=C. I'd like to sub some numbers in to prove that you can't have more than n +2 phases, but with regards to the other numbers surely you can have a very large number of degrees of freedom and many components.

    So what do I do? I really don't understand how I can prove this sensibly :frown:
     
  2. jcsd
  3. Aug 15, 2012 #2

    TSny

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    Homework Helper
    Gold Member

    Make sure you understand the meaning of each symbol in the phase rule. For example, if you have an n component system, what symbol in the phase rule is equal to n?

    Rearrange the phase rule so that you have it solved for the number of phases.

    You should be able to see by inspection what the maximum number of phases can possibly be. (Hint: It occurs when something else in the phase rule is as small as possible.)
     
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