How Does Adding CuSO4 Affect the Nernst Equation in Concentration Cells?

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SUMMARY

The discussion focuses on the impact of adding CuSO4 to a concentration cell containing CuCl2 and how it affects the Nernst equation. It is established that the Nernst equation is modified by the ratio of concentrations of the reacting ions, specifically Cu2+, present in both cells. The volumes of the solutions do not influence the potential calculated by the Nernst equation, which only considers concentrations. The limits of the Nernst equation's applicability are also discussed, indicating that it becomes less reliable at very low or very high concentrations, with extensions available for higher ionic strengths.

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  • Understanding of the Nernst equation and its application in electrochemistry.
  • Familiarity with concentration cells and their components, specifically CuCl2 and CuSO4.
  • Knowledge of ionic strength and its effects on chemical reactions.
  • Basic concepts of RedOx reactions and their significance in electrochemical cells.
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  • Research the derivation and application of the Nernst equation in concentration cells.
  • Explore the concept of ionic strength and its role in electrochemistry.
  • Investigate Specific Interaction Theory and its implications for high concentration solutions.
  • Learn about the limitations of the Nernst equation and alternative methods for extreme concentrations.
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somasimple
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Hi All,
(Just for information and understanding),
If we have a concentration cell experiment like the image uploaded, in a concentration cell, the solutes are supposed to be of the same kind, iI.e. CuCl2 (?).
I suppose it is possible to add to the left vat a m quantity or volume of CuSO4 to increase the RedOx reactions ?
In my experiment, the vats have the same volumes.

How the Nernst equation is modified in that case ?
 

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somasimple said:
in a concentration cell, the solutes are supposed to be of the same kind, iI.e. CuCl2 (?).

No, the only thing that matters is that the reacting ion is present on both sides, counterions can be completely random (that is, as long as they don't interfere).

How the Nernst equation is modified in that case ?

Trivial to derive - just ratio of concentrations.
 
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Thanks,
So the reacting ion present on both sides is Cu++.
Trivial to derive - just ratio of concentrations.
For a Chemist for sure!
for example we have 2/3 volume of CuCl2 100 mMol and 1/3 CuSO4 50 mMol at left
and
100% CuCl2 4 mMol at right?
 

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Thanks for the reply.
Does that means if we do not have access/know the volumes of each concentration, the computation is not possible?
 
somasimple said:
Does that means if we do not have access/know the volumes of each concentration, the computation is not possible?

Yes, that's what it means.
 
Thanks,
A last (?) question: What happens when the cell volumes are different, V1 for the left and V2 for the right one ?
 
Volumes don't matter when it comes to the potential, Nernst equation contains only concentrations.

Amounts of substances play a role when you want to find the capacity of the battery, but that's another story.
 
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Lower limit - listed in the article you linked to.

Upper limit - depends on what you mean by "equation becomes useless". There are ways of extending its use (they are based on a concept of ionic strength, activity and activity coefficients, listed in the text), and if memory serves me well these extended approaches (like Specific Interaction Theory) work OK to concentrations in the 4-5 M range (which is around a solubility limit for most salts). So the answer is either "works perfectly up to 0.01 M", or "there is no upper limit ".
 

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