Thermodynamics Flashcards

1
Q

Spontaneous change

A

one that occurs without a continuous input of energy from outside the system (though activation energy may be required to initiate it)

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2
Q

If a change is spontaneous in one direction

A

it will be non-spontaneous in the reverse direction

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3
Q

how may non-spontaneous reactions and processes be driven?

A

with continual input of energy

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4
Q

is enthalpy change a predictor of spontaneity?

A

many exothermic processes are spontaneous (eg combustion reactions)

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5
Q

examples of spontaneous endothermic transformations

A
  • melting of ice (at higher temps)
  • dissolution (of some solids at some concentrations and temps)

all show an increase in the freedom of motion of particles in the system

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6
Q

relationship between freedom of motion and spontaneity

A

an increase in freedom of motion (dispersal of energy) favours spontaneity

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7
Q

entropy, S

A

measure of energy dispersal, or freedom of motion, in a system

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8
Q

positive value of ΔS indicates
negative value of ΔS indicates

A

increased dispersal of energy
decreased dispersal of energy

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9
Q

is entropy a state function?

A

yes
ΔS = S(final) - S(initial)

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10
Q

units of entropy

A

J/K

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11
Q

S’

A

standard molar entropy: entropy of 1 mole of the pure substance in its standard state

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12
Q

entropy trends

A
  • effect of physical state
  • effect of particle numbers
  • effect of molecular complexity
  • effect of temperature
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13
Q

effect of physical state

A

S of solids < S of liquids &laquo_space;S of gas
solids - less energy dispersed, lower entropy

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14
Q

effect of particle numbers

A

more molecules have higher entropy than fewer molecules

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15
Q

effect of molecular complexity

A

entropy increases with chemical complexity and flexibility
- this only holds for substances in the same physical state
- the effect of physical state dominates the effect of molecular complexity

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16
Q

effect of temperature

A

as temperature increases, entropy increases
- higher temperature means more freedom of molecular motion

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17
Q

draw graph for temperature vs entropy

A

discontinuous jumps at phase changes

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18
Q

entropy change upon dissolution

A
  • salt gains entropy as it is dispersed
  • water loses entropy as it is ordered around the ions
  • net entropy change depends on the relative magnitudes of entropy changes in both solute and solvent entropy
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19
Q

why does increased entropy favour spontaneous change?

A

high-entropy configurations can be achieved in more ways than low-entropy configurations. they are therefore more likely to occur

20
Q

draw a diagram for spontaneous expansion of a gas and explain it

A
  • arrangement B has higher entropy (is entropically favoured)
  • gas expands when stopcock is opened because there are more ways to achieve the configuration on the right (B) than on the left (A)
21
Q

absolute entropies can be calculated from

A

the number of micro states (W) a system may occupy

22
Q

2nd law of thermodynamics

A

spontaneous reactions proceed in the direction that increases the entropy of the universe (system + surroundings)

ΔS(Universe) = ΔS(sys) + ΔS(surr) > 0

thus, any decrease int he entropy of the system must be offset by a larger increase in the entropy of the surroundings for that process to be spontaneous

23
Q

2nd law has profound implications:

A
  • isolated systems always evolve toward higher entropy states
  • entropy of the universe is always increasing
24
Q

how are temperature, heat flow, and entropy linked?

A
  • if heat flows into a system from the surroundings, the entropy of the system increases. the surroundings lose entropy
  • the amount by which a given amount of heat flow changes entropy depends on temperature. if it is low, the effect on entropy can be enormous
25
Q

3rd law of thermodynamics

A

a perfect crystal has zero entropy at absolute zero

S(sys) = 0 at 0K

has flawless alignment of all its particles. at absolute zero, particles have minimum energy so there is only one micro state

26
Q

contrast between S and H

A
  • entropy scale is anchored to an absolute value
  • enthalpy does not have an absolute 0
27
Q

standard entropy of a reaction ΔS’(rxn)

A

entropy change that occurs when all reactants and products are in their standard states

ΔS’(rxn) = S’(products) - S’(reactants)

remember to include coefficients

28
Q

Gibbs free energy change ΔG

A

evaluates spontaneity as a function of enthalpy and entropy of the system alone

ΔG(sys) = ΔH(sys) - TΔS(sys)

ΔG < 0 process is spontaneous
ΔG = 0 process is at equilibrium
ΔG > 0 process is non-spontaneous

  • lowering free energy is the driving force of chemical reactions
  • negative ΔH(sys) and positive ΔS(sys) favour spontaneity
  • entropic contribution to free energy change (-TΔS) is increasingly important at higher temperatures
29
Q

give another way to define ΔG

A

the maximum useful work that can be done by a system as it undergoes a spontaneous process at constant temperature and pressure

ΔG = w(max)

also the minimum work that must be done on a system to drive the occurrence of a non-spontaneous process

30
Q

is ΔG a state function?

A

yes

31
Q

describe the extensive property of ΔG

A

scales linearly with amount

32
Q

ΔG’f

A

standard free energy of formation of a compound from its constituent elements in their standard states

33
Q

ΔG’f of an element in its standard state is

A

0

34
Q

thermodynamics vs kinetics

A

ΔG tells us whether a reaction will/won’t proceed
the free energy of activation (including Ea) tells us how fast a reaction proceeds

35
Q

ΔG and spontaneity

A

reaction is spontaneous when ΔG(rxn)<0

36
Q

how do we make a non-spontaneous reaction happen?

A

must be driven by coupling the non-spontaneous reaction with a spontaneous reaction of sufficiently favourable ΔG

37
Q

how are free energies and equilibrium position linked?

A

ΔG depends on how much product and reactant is present at that instant (Q0 compared to their equilibrium values (K), the temperature and the gas constant:

ΔG = RTln(Q/K)

38
Q

how does the magnitude of ΔG tell us how far out of equilibrium the mixture is?

A

ΔG < 0 ; Q < K ; ln(Q/K) < 0 - process proceeds (forward spontaneously)

ΔG = 0 ; Q = K ; ln(Q/K) = 0 - process is at equilibrium

ΔG > 0 ; Q > K ; ln(Q/K) > 0 - reverse process proceeds spontaneously

39
Q

if Q and K are very different

A

ΔG has a very large value (negative or positive). The reaction releases or absorbs a large amount of free energy as it proceeds to equilibrium

40
Q

if Q and K are nearly the same,

A

ΔG has a very small value (negative or positive). The reaction releases or absorbs very little free energy as it proceeds to equilibrium.

41
Q

how are thermodynamic Q and K different to Qc and Kc

A

in the thermodynamic Q and K, all substances are referenced to their own standard states, So, Q and K may include mixed states

42
Q

equation linking ΔG, gas constant, temp, and K

A

-RTln(K)

43
Q

another formula for ΔG

A

= ΔG’ + RTln(Q)

44
Q

draw the two free energy hills with ΔG

A
45
Q

features of free energy hills

A
  • slope at any given point tells us the value of ΔG for that mixture
  • as the system approaches equilibrium, ΔG approach 0
  • at equilibrium, the free energy is at a minimum.