What Does \Delta G Indicate in Chemical Reactions?

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SUMMARY

The discussion centers on the Gibbs Free Energy equation, specifically the implications of \Delta G values in chemical reactions. The equation \Delta G = \Delta H - T \Delta S is essential for understanding the spontaneity of reactions. A \Delta G < 0 indicates a spontaneous process, while \Delta G > 0 signifies non-spontaneity, and \Delta G = 0 denotes equilibrium. The confusion arises regarding the relationship between heat release and entropy increase, exemplified by the combustion of propane, where the entropy of the system increases despite heat being released.

PREREQUISITES
  • Understanding of thermodynamics principles, specifically Gibbs Free Energy.
  • Familiarity with the concepts of enthalpy (\Delta H) and entropy (\Delta S).
  • Knowledge of chemical reaction spontaneity and equilibrium.
  • Basic understanding of chemical equations and stoichiometry.
NEXT STEPS
  • Study the implications of \Delta G in various chemical reactions.
  • Learn about the relationship between enthalpy and entropy in thermodynamic processes.
  • Explore examples of spontaneous and non-spontaneous reactions in detail.
  • Investigate the role of temperature in determining reaction spontaneity using the Gibbs Free Energy equation.
USEFUL FOR

Chemistry students, educators, and professionals seeking to deepen their understanding of thermodynamics and the Gibbs Free Energy equation in chemical reactions.

PiRsq
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Homework Statement


A. Explain the need for Gibbs Free Energy equation.
B. Explain what it means when:
\Delta G &lt;0 \Delta G &gt;0 \Delta G =0

Homework Equations



\Delta G= \Delta H-T \Delta S

The Attempt at a Solution



A. Gibbs eqn comes from the need to calculate the entropy of the universe, which is the sum of entropy of system + entropy of surroundings. The need for the Gibbs eqn is because of the problem arising with calculating the entropy of surroundings as there are uncountable entropy changes that take place when heat is released into the surroundings. Gibbs eqn deals with this by eliminating the entropy of surroundings and replacing with an eqn that only has entropy of system on the right side of the eqn.

B. I am confused over here:

If \Delta G&lt;0 then the process is spontaneous. This means\Delta H&lt;0 and \Delta S&gt;0 But how can the system release heat and also have an increase its entropy?
 
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PiRsq said:
I am confused over here:... But how can the system release heat and also have an increase its entropy?

Heat and entropy are not linked. Think of some chemical process for which entropy is clearly increasing. Heat is often given off as well. Burning a hydrocarbon, for example.
 
How about burning of propane. C3H8 + 5O2 ---> 3CO2 + 4H2O + heat

The entropy does increase in this rxn, due to 7 moles of gas in products vs. 6 in the reactants. However, C3H8 is relatively more complex relative to all the other molecules in this rxn. So how can I be sure whether entropy of the system increases, or that of the surroundings
 
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