CHM2046 - Chemistry Fundamentals II: Free Energy and Thermodynamics Part 2

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These flashcards cover the key concepts from Chapter 19 on Free Energy and Thermodynamics from the lecture notes.

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13 Terms

1
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What is the Heat Death of the universe?

A state of no thermodynamic free energy.

2
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What equation defines the change in entropy (∆S) when a system exchanges heat (q) at constant temperature (T)?

∆S = q_rev / T.

3
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What does q_rev represent in the equation for entropy changes?

The heat exchanged with the surroundings in a reversible process.

4
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What is the condition for a process to be considered reversible?

It can be reversed by an infinitesimal change in a variable such that both the system and surroundings can be restored to their original states.

5
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What is the code for calculating the change in entropy when 1 mol of ice melts at its melting point?

∆S = q_rev / T, with q = 6.02 kJ/mol and T = 273 K.

6
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How does the entropy change for a system when ice melts?

The value of ∆S is positive, indicating an increase in entropy from solid to liquid.

7
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What is the change in entropy (∆S) when acetone vaporizes from a liquid to a gas at its boiling point of 56.1 °C?

Calculated using ∆S = q_rev / T.

8
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What are the First and Second Laws of Thermodynamics about energy and entropy?

Energy is conserved (First Law); spontaneous processes increase total entropy (Second Law).

9
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How does an exothermic process affect the entropy of the surroundings?

It increases the entropy of the surroundings.

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How does temperature affect the change in entropy of surroundings?

At low temperatures, the decrease in system entropy can be overcome by the increase in surroundings entropy.

11
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What is Gibbs Free Energy and its significance?

Gibbs free energy is the maximum work energy that can be released to the surroundings; it determines the spontaneity of a process.

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How is Gibbs Free Energy related to spontaneous processes?

A negative ΔG indicates a spontaneous process, as ΔSuniv is positive.

13
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How is the relationship between enthalpy and entropy changes expressed for a system?

∆Gsys = ∆Hsys - T∆S_sys.