ChemistryChapter 6: Energetics
6.6 Entropy
Entropy (S):
Explanation level
This topic explains entropy — the degree of disorder or randomness of a system. It describes how entropy changes during physical and chemical processes.
Definition
Entropy (S): The degree of disorder and randomness of a system.
Main Idea
Which state of matter has more disorder, random order, and minimum particle energy — solid or gas? The degree of disorder and randomness of a system is called its entropy. It is marked with the symbol "S" . As a system moves from a more ordered state to a less ordered state, the entropy of the system tends to increase.
Core Concept
- Entropy (S): Measure of disorder or randomness.
- ΔS > 0: Entropy increases (more disorder).
- ΔS < 0: Entropy decreases (more order).
- Melting ice: Entropy increases (solid → liquid).
- Condensation: Entropy decreases (gas → liquid).
- Temperature increase: Entropy increases.
Detailed Explanation
What is Entropy?
- The degree of disorder and randomness of a system is called its entropy.
- It is marked with the symbol "S" .
- As a system moves from a more ordered state to a less ordered state, the entropy of the system tends to increase.
Example: Melting Ice
- Melting ice gives us a great example of entropy.
- In ice, the individual molecules have a fixed and ordered arrangement and minimum energy.
- As the ice melts, the energy of its molecules increases, they gain more freedom of movement, and become more disordered.
- As a result, the entropy of the system increases.
- On the other hand, when water vapour condenses into a liquid, the molecules become more ordered and less energetic.
- Therefore, the entropy of the system decreases.
Entropy Change (ΔS)
The entropy change of the system is denoted by ΔS.
- If the entropy of the system increases, this is represented as a positive change: ΔS > 0.
- When the entropy of a system decreases, it is represented as a negative change: ΔS < 0.
- In general, when the temperature of a system increases, its entropy also increases: ΔS > 0.
- As the temperature of the system decreases, its entropy decreases: ΔS < 0.
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