Entropy - The Drive Toward Maximum Randomness Chemical reactions are driven by 2 main forces: the...

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Entropy - The Drive Toward Maximum Randomness Chemical reactions are driven by 2 main forces: the drive to minimize stored energy (enthalpy) the drive to maximize randomness (entropy) Substances, over time, will become as random and disorganized as possible

Transcript of Entropy - The Drive Toward Maximum Randomness Chemical reactions are driven by 2 main forces: the...

Page 1: Entropy - The Drive Toward Maximum Randomness Chemical reactions are driven by 2 main forces: the drive to minimize stored energy (enthalpy) the drive.

Entropy - The Drive Toward Maximum Randomness

•Chemical reactions are driven by 2 main forces:•the drive to minimize stored energy (enthalpy)•the drive to maximize randomness (entropy)•Substances, over time, will become as random and disorganized as possible

Page 2: Entropy - The Drive Toward Maximum Randomness Chemical reactions are driven by 2 main forces: the drive to minimize stored energy (enthalpy) the drive.

Observe what happens to randomness when a substance is heated and/or changes phases.

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•Entropy is the word used to describe this randomness•because of the drive toward maximum entropy a highly organized state has a low probability•the probability that a given substance will exist in a specific state is known as its molar entropy and has the symbol S with units of J/molK•the larger the number the greater the probability of existence

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For each of the following is entropy increasing or decreasing.H2O(l) + heat -----> H2O(g)

IncreasingC2H6(g) + 7/2O2(g) ----> 2CO2(g) + 3H2O(g)Increasing, 4.5 molecules to 5 moleculesCaCO3(s) ---> CaO(s) + CO2(g)Increasing, solid to gas, 1 particle to 2 particles2Mg(s) + O2(g) ---> 2MgO(s)Decreasing, 3 particles to 2 particles, g to sAgNO3(aq) + KCl(aq) --> AgCl(s) + KNO3(aq)Decreasing, 4 mobile ions to 2 mobile ions

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Entropy ChangesS = S(products) - S(reactants)S values for elements are NOT assigned an arbitrary value of zeroWhen S is negative - entropy is decreasing, this change is not favoured (less randomness) S is positive- entropy is increasing, this change is favoured (more randomness)

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Chemical Reactions have a tendency to be spontaneous when the H is negative and the S is positive. In other words the randomness of the system is increasing and the amount of stored energy is decreasing.

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Using Entropy values from pg. 798 consider the combustion of liquid benzene (C6H6). Water vapour is the product.

C6H6 (l) +7.5O2 (g) =>6CO2 (g) + 3H2O(g)

S = S(products) - S(reactants)

= (6 mol x 213.78 J/molK + 3 mol x 188.84 J/molK) - (1 mol x 173 J/molK + 7.5 mol x 205.3 J/molK)= 136 J/ K

since S is positive the entropy drive is favourable

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Free EnergyIn nature enthalpy and entropy operate simultaneously and to determine if a given chemical reaction will or will not occur we must look at the two driving forces togetherIf H is -ve and S is +ve = spontaneousIf H is +ve and S is -ve = not spontaneousIf one drive is favourable and the other is not it is not clear whether it is or isn’t spontaneous

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When enthalpy and entropy oppose one another, their relative importance in determining spontaneity is far from obvious. In addition, temperature is a 3rd factor that influences the direction of a spontaneous change.

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Chemical Reactions are spontaneous when the answer to this equation is negative

H - TSwhere T is temperature in Kso when TS > H the reaction is spontaneous. The difference is called Gibb’s (G) Free EnergyGH - TS

G =

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At what temperature is this reaction spontaneous?

H2O(l) -----> H2O(g) Recall when TS > H the reaction is spontaneous. Go to the tables to solve for T. T > H/ST>(-242 kJ/mol x 1 mol - (-286 kJ/mol x 1mol) 188.7 J/molK x 1 mol - 69.96 J/molK x 1 mol

T> (44 kJ)/(0.11874 kJ/K)T> 3.7 x 102 K

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HomeworkRead pg 494 - 508QuestionsPg. 498 # 1Pg. 508 #2Pg. 512 # 1-11