Equilibrium Reactions: 2 Questions Explained

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Discussion Overview

The discussion revolves around two questions related to equilibrium reactions in chemistry. The first question addresses the effect of adding an inert gas to an equilibrium system and whether it alters the equilibrium position. The second question explores the conditions under which a nonspontaneous reaction might proceed, particularly focusing on Gibbs free energy and its implications for reaction dynamics.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested

Main Points Raised

  • Some participants assert that adding an inert gas does not change the partial pressures of the reacting gases, as the increase in total pressure and the number of moles cancel each other out.
  • Others question the initial premise of the second question regarding nonspontaneous reactions, asking for examples of such reactions to clarify the discussion.
  • One participant provides an example reaction (N2O4 <-> 2NO2) and calculates the Gibbs free energy change, indicating that the reaction is reversible but raises questions about why it would proceed initially if it is nonspontaneous.
  • Another participant discusses the significance of Gibbs free energy and its minimum point in determining the equilibrium state, noting that reactions with activation energies require sufficient energy to proceed.
  • There is a request for clarification on the difference between thermodynamically reversible and reversible reactions, highlighting a gap in understanding among participants.
  • One participant explains that a mixture of reactants and products has lower potential energy than pure reactants or products, which influences the reaction dynamics.

Areas of Agreement / Disagreement

Participants express differing views on the implications of adding inert gases to equilibrium reactions and the nature of nonspontaneous reactions. The discussion remains unresolved, with multiple competing perspectives on both questions.

Contextual Notes

Some participants express uncertainty regarding the definitions and implications of Gibbs free energy, particularly in relation to reaction spontaneity and equilibrium. There are also unresolved questions about the thermodynamic concepts discussed.

gladius999
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Hi, there have been two questions that have been bothering me and I would really like some explanations.

1. When an inert gas is added to an equilibrium reaction of gases. Why is there no change in equilibrium position? If an inert gas is added it doesn't react but increases total pressure of gases and because partial pressure is = number of moles of gas/total moles X total pressure, wouldn't the partial pressure be affected and therefore equilibrium position?

2. In an equilibrium reaction where the G standard of the products is higher than the G standard of the reaction, there would be an increase of free energy which is nonspontaneous. Say an equilibrium reaction like this occurs initially with only just the reactants, why would the reaction proceed in the first place? What drives the forward reaction when it is not spontaneous?

Thanks
 
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gladius999 said:
1. When an inert gas is added to an equilibrium reaction of gases. Why is there no change in equilibrium position? If an inert gas is added it doesn't react but increases total pressure of gases and because partial pressure is = number of moles of gas/total moles X total pressure, wouldn't the partial pressure be affected and therefore equilibrium position?

No, partial pressure doesn't change. You increase both total pressure AND number of moles, these things cancel out and partial pressure stays the same. See 6th post here.

2. In an equilibrium reaction where the G standard of the products is higher than the G standard of the reaction, there would be an increase of free energy which is nonspontaneous. Say an equilibrium reaction like this occurs initially with only just the reactants, why would the reaction proceed in the first place? What drives the forward reaction when it is not spontaneous?

Can you find an example of such reaction?

--
methods
 
Borek said:
No, partial pressure doesn't change. You increase both total pressure AND number of moles, these things cancel out and partial pressure stays the same. See 6th post here.
Thanks!



Can you find an example of such reaction?

N2O4(g)<->2NO2(g)

dG standard for N2O4=97.8kJ
dG standard for NO2=51.3kJ

dG rxn= 51.3X2-97.8=+4.78kJ

Why would this reaction proceed in the first place?
 
N2O4(g)<->2NO2(g)

dG standard for N2O4=97.8kJ
dG standard for NO2=51.3kJ

dG rxn= 51.3X2-97.8=+4.78kJ

Why would this reaction proceed in the first place?

The Gibbs energy change of your reaction is low so your reaction is reversible (not thermodynamically reversible), the sign of \Delta G_\textrm{rxn} and its magnitude are important to determine the equilibrium state of a given reaction. The second law of thermodynamics establishes that this reaction, at T and P fixed, will tend to minimize the reaction Gibbs energy change as a function of the reaction's extent. I hope this helps...
 
gladius999 said:
2. In an equilibrium reaction where the G standard of the products is higher than the G standard of the reaction, there would be an increase of free energy which is nonspontaneous. Say an equilibrium reaction like this occurs initially with only just the reactants, why would the reaction proceed in the first place? What drives the forward reaction when it is not spontaneous?

For some reactions, the gibbs free energy looks like this:

eqm1.gif


This is the case whether gibbs free energy increases or not in the reaction. It will go to the stage of the reaction at which the gibbs free energy is at a minimum. At this point, ΔG=0.

For reactions with activation energies, the gibbs curves look like this:

Gibbs_free_energy.JPG


In this case it will not proceed regardless if it is spontaneous or not, until sufficient energy is provided by the environment.
 
halcon said:
The Gibbs energy change of your reaction is low so your reaction is reversible (not thermodynamically reversible), the sign of \Delta G_\textrm{rxn} and its magnitude are important to determine the equilibrium state of a given reaction. The second law of thermodynamics establishes that this reaction, at T and P fixed, will tend to minimize the reaction Gibbs energy change as a function of the reaction's extent. I hope this helps...

Sorry I do not understand the difference between thermodynamically reversible and reversible. My chem standard is only up to 1st year university. Can you explain this?

espen180 said:
For some reactions, the gibbs free energy looks like this:

eqm1.gif


This is the case whether gibbs free energy increases or not in the reaction. It will go to the stage of the reaction at which the gibbs free energy is at a minimum. At this point, ΔG=0.

For reactions with activation energies, the gibbs curves look like this:

Gibbs_free_energy.JPG


In this case it will not proceed regardless if it is spontaneous or not, until sufficient energy is provided by the environment.

Thank you for your graphs. What I do not get though is why there is a minimum curve. I understand that in the forward reaction there causes a curve due to the increase in entropy of the mixing of the gases. But I do not understand why this is the case for the backwards reaction. Can you explain further please?
 
gladius999 said:
Thank you for your graphs. What I do not get though is why there is a minimum curve. I understand that in the forward reaction there causes a curve due to the increase in entropy of the mixing of the gases. But I do not understand why this is the case for the backwards reaction. Can you explain further please?

Simply put, a container filled with either pure product or pure reactant has a higher potential energy than a container containing a mix of the two in some molar proportion. Where the point of lowest potential energy is on the reaction curve is given as a function of the concentrations of the compounds which influence the reaction. That is, by the equilibrium constant, which every reaction has.

Here is an example. You are more than likely familiar with the fact that is you put silver nitrate into a chloride solution, you get out solid AgCl. Still, when you put solid AgCl in a body of destilled water, you can be sure that some os the salt will go into solution. The reason is that the AgCl salt in a (very) diluted AgCl solution is energetically favourable to AgCl salt in deionized water.
 
Sorry I do not understand the difference between thermodynamically reversible and reversible. My chem standard is only up to 1st year university. Can you explain this?

I used the adjective thermodynamically reversible to refer to those processes in which reversible work may be applied. And a reversible reaction may be brought to its initial conditions like a rechargeable battery. Please, see

http://en.wikipedia.org/wiki/Reversible_reaction
 

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