Is the Nernst equation limited to dilute ionic solutions?

In summary, the Nernst equation is only accurate for solutions with a total concentration of less than 10^-3 M, as it is based on activity rather than concentration. In thermodynamics, it is common to make approximations and define new variables that behave in an idealized way, which may be necessary when the conditions are not met. Activity can be used in the Nernst equation when concentration cannot, but experimental data is often needed. The Robinson-Stokes equation can convert concentration to activity for ionic species in solution, but it becomes trickier for other cases.
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  • #2
As the link states the Nernst equation is for activity. Concentration and activity are approximately equal when small. Do you know any thermodynamics? It is common in thermodynamics to make some approximations. When the conditions are not met we need do adjust the variables. For example often (as here) we define a new variable that behaves in the idealized way, then we must calculate it. Often a variable has dependence that we cannot always ignore.

http://en.wikipedia.org/wiki/Thermodynamic_activity
 
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  • #3
my chemistry teacher told me that we can't make approximations, when we are dealing with calculations consisting of each and every particle...
please help me on this...
 
  • #5
Yes so in thermodynamics activity is defined. Activity can be used in the Nernst equation when concentration cannot. The trouble is experimental data is often needed for the activity in this case.
 
  • #6
Nernst equation using concentration and partial pressures is approximate; Nernst equation using activity and fugacity is exact as far as I know.

Concentration can be converted exactly to activity for ionic species in solution by Robinson-Stokes equation. For cases besides ionic species in solution it is trickier, fugacity is trickier also.
 

What is the Nernst equation and what does it measure?

The Nernst equation is a mathematical formula that relates the equilibrium potential of an electrochemical cell to the concentration of ions inside and outside of the cell. It is commonly used to calculate the equilibrium potential of a cell and can be used to measure the tendency of ions to move in or out of a cell.

What are the limitations of the Nernst equation?

One of the main limitations of the Nernst equation is that it assumes ideal conditions, such as no current flow and no changes in temperature. In reality, these conditions may not always be met, leading to inaccuracies in the calculation. Additionally, the equation only applies to cells with a single ion and cannot be used for more complex systems.

How does temperature affect the Nernst equation?

The Nernst equation is dependent on temperature, as it assumes a constant temperature. Any changes in temperature can affect the equilibrium potential and thus lead to inaccuracies in the calculation. This is especially true for cells with high temperature coefficients.

What is the Nernst equation used for in research?

The Nernst equation is commonly used in research to calculate and predict the equilibrium potential of a cell. This can be helpful in understanding the behavior of cells and their interactions with different ions. It can also be used to determine the effect of changing concentrations on the potential of a cell.

How can I improve the accuracy of Nernst equation calculations?

To improve the accuracy of Nernst equation calculations, it is important to ensure that ideal conditions are met. This includes maintaining a constant temperature and minimizing current flow. Additionally, using more precise measurements of ion concentrations and taking into account any temperature coefficients can also improve the accuracy of the calculation.

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