Gibbs Free Energy Change/Entropy

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SUMMARY

The discussion centers on the relationship between Gibbs Free Energy change (ΔG) and spontaneity of chemical reactions, particularly in the context of the second law of thermodynamics. It is established that a negative ΔG indicates a spontaneous reaction, derived from the equation ΔrGθ=ƩprodvΔfGθ-ƩreactvΔfGθ. The conversation clarifies that a reaction cannot proceed spontaneously if ΔG is positive, regardless of the values of enthalpy (ΔH) and entropy (ΔS) at constant temperature (T) and pressure (P).

PREREQUISITES
  • Understanding of Gibbs Free Energy (ΔG) and its significance in chemical reactions
  • Familiarity with the second law of thermodynamics
  • Knowledge of thermodynamic concepts such as enthalpy (ΔH) and entropy (ΔS)
  • Basic principles of physical chemistry
NEXT STEPS
  • Study the second law of thermodynamics in detail
  • Learn how to calculate Gibbs Free Energy changes for various reactions
  • Explore the relationship between enthalpy, entropy, and temperature in thermodynamic processes
  • Investigate examples of non-spontaneous reactions and the conditions under which they may occur
USEFUL FOR

Students of physical chemistry, particularly those preparing for exams, as well as educators and anyone seeking to deepen their understanding of thermodynamic principles and their applications in chemical reactions.

sidnake
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Hi, seen as it's Physical Chemistry I am asking about and Physical Chemistry is essentially applied Physics I figured that it would be okay to ask here. I have an exam this tuesday, and my lecturer went over some seminar questions. He provided answers to the calculations but did not provide answers to the worded questions, and I'm getting a bit confused on this one.

As I understand so far, as a reaction proceeds if the Gibbs free Energy change decreases then the reaction is spontaenous.
ΔrGθprodfGθreactfGθ
So if the products had a Gibbs Free Energy that was lower than the reactants Gibbs Free Energy then the Standard Gibbs energy of the reaction ΔrGθ would be a negative number. Indicating the reaction proceeded in the forward direction.

In my seminar however we were asked the following question,
"What is the second law of thermodynamics? By considering changes in both the system of
interest and the surroundings, explain how this law leads to the fact that the Gibbs free energy change for a reaction is negative when the reaction is likely to proceed. "
I've been looking in my textbook, but to be honest I'm a bit confused.

Could someone help me in understanding this question, and maybe providing a model answer so I can understand this concept for my exam on tuesday. Even if this is unlikely to come up because it is on the seminar, I feel it would be unwise to proceed to the next year not understanding this. Especially as physical chemistry is my weak spot.

Thanks Alex
 
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Thankyou very much for replying, I'm new to this forum and totally overlooked searching for previously asked questions. Thankyou for responding in a kind manner.

I think I understand the concept now, am I right in thinking that you could have a reaction that proceeded spontaenously even with a positive Gibbs Free energy, if Delta H was very large, and T and Delta S very small?
 
sidnake said:
Thankyou very much for replying, I'm new to this forum and totally overlooked searching for previously asked questions. Thankyou for responding in a kind manner.

I think I understand the concept now, am I right in thinking that you could have a reaction that proceeded spontaenously even with a positive Gibbs Free energy, if Delta H was very large, and T and Delta S very small?
If the reaction is at constant T and P, no, a reaction can not proceed if deltaG is positive. Entropy is effectively the definition of a process being spontaneous or not and thermodynamic free energies are different ways to dress up the second law in terms of system variables. If deltaG is positive, at constant T and P, then the reaction will not proceed spontaneously.

If deltaH is very large, TdeltaS must be even larger to compensate and vice versa.
 
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