Entropy and the 2nd Law

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Last updated 1:37 PM on 2/24/26
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18 Terms

1
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What does spontaneous change refer to

Refers to change that doesn’t require an external source of energy. 

2
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In a spontaneous process what happens to matter and energy

Becomes more disordered

3
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What is the symbol for entropy and what does it measure

Entropy , S, measures the disorder of matter and energy.  

4
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State an equation for entropy relating it to micro states

  • S = k ln W 

  • K is the Boltzmann constant 

  • W is number of microstates 

  • This equation is true for a single molecule, to do it for one mole you must replace k with the constant R as ( k*NA = R) 

5
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State the second Law of thermodynamics

The second law of thermodynamics refers to how the entropy of the universe tends to increase. 

6
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Give equation linking heat exchanged reversibly with delta entropy


  • d notation for a tiny change

  • qrev refers to heat exchanged reversibly

  • T for temperature

<p><span><br></span></p><ul><li><p>d notation for a tiny change</p></li><li><p>q<sub>rev</sub> refers to heat exchanged reversibly</p></li><li><p>T for temperature</p></li></ul><p></p>
7
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What does entropy being a state function and molar entropy being an intensive property mean

S is a state function (independent of route taken)

Sm is an intensive property (independent of quantity of the substance).

8
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State equation for entropy of fusion and its definition

Entropy of fusion = increase of entropy when melting a solid substance 

<p><span style="background-color: inherit; line-height: 20.7px; color: windowtext;"><span>Entropy of fusion = increase of entropy when melting a solid substance</span></span><span style="line-height: 20.7px; color: windowtext;"><span>&nbsp;</span></span></p><p></p>
9
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State equation for entropy of vaporisation and its definition


Entropy of vaporization = increase of entropy upon vaporization of a liquid 

<p><span><br></span></p><p><span style="background-color: inherit; line-height: 20.7px; color: windowtext;"><span>Entropy of vaporization = increase of entropy upon vaporization of a liquid</span></span><span style="line-height: 20.7px; color: windowtext;"><span>&nbsp;</span></span></p><p></p>
10
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State Troutan’s Rule, name three exceptions and why

Δ vap H / Tb is approximately the same for all liquids, about +85 J K-1 mol-1 .” (But there are exceptions.)  

  • Hg, due to diatomic formation

  • NH3, due to H bonds

  • H2O, due to H bonds

    • All are due to beginning in a more stable formation so change in entropy is great as it goes from highly ordered to highly disordered.

11
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State the equation linking entropy with a change in volume

<p></p>
12
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Give the proof for entropy changes due to volume changing


<p><span><br></span></p><p></p>
13
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State the equation for change in entropy when there is a change in temperature

  • If temperature is changing we need to use an integral  

<ul><li><p><span style="background-color: inherit; line-height: 20.7px; color: windowtext;"><span>If temperature is changing we need to use an integral&nbsp;</span></span><span style="line-height: 20.7px; color: windowtext;"><span>&nbsp;</span></span></p></li></ul><p></p>
14
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State the equation for change in entropy when there is a change in temperature, for a perfect gas

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15
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Give the justification for entropy change when temperature is changing with a perfect gas

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16
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State the equation relating Specific heat capacity at constant pressure with Specific heat capacity at constant volume, giving its justification

C.p.m = C.v.m + R 

<p><span style="background-color: inherit; line-height: 20.7px; color: windowtext;"><em><span>C.p.m = C.v.m + R</span></em></span><span style="line-height: 20.7px; color: windowtext;"><span>&nbsp;</span></span></p>
17
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State values of R for Cp and Cv when monatomic

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18
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State values of R when Cv and Cp are polyatomic

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