Gen Chem -> Concepts + Trends C9

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61 Terms

1
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What equation connects pressure, volume, moles, and temperature?

PV = nRT.

2
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What temperature scale must be used in gas laws?

Kelvin; K = °C + 273.15.

3
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What causes gas pressure?

Gas particles colliding with container walls.

4
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What does Boyle’s law describe?

Pressure and volume are inversely proportional at constant temperature and amount of gas.

5
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If volume is halved at constant temperature and moles, what happens to pressure?

Pressure doubles.

6
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What does Charles’ law describe?

Volume and Kelvin temperature are directly proportional at constant pressure and amount of gas.

7
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If Kelvin temperature doubles at constant pressure and moles, what happens to volume?

Volume doubles.

8
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Why does a heated gas expand at constant pressure?

Faster particles would raise pressure, so the gas expands to maintain the original pressure.

9
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How does temperature affect pressure in a rigid container?

Higher Kelvin temperature causes higher pressure when moles stay constant.

10
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What does Avogadro’s law describe?

Volume is directly proportional to moles at constant pressure and temperature.

11
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What happens to pressure when more gas is added at constant volume and temperature?

Pressure increases.

12
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If temperature increases by a factor of 4 and volume doubles, how does pressure change?

Pressure doubles because 4 divided by 2 equals 2.

13
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What does kinetic molecular theory assume about particle motion?

Particles move constantly and randomly.

14
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What does the ideal gas model assume about molecular volume?

It is negligible compared with the container volume.

15
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What does the ideal gas model assume about intermolecular forces?

Particles do not attract or repel each other.

16
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What is an elastic collision?

A collision in which total kinetic energy is conserved.

17
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What determines the average kinetic energy of gas particles?

Kelvin temperature only.

18
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Do different gases at the same temperature have the same average kinetic energy?

Yes.

19
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Do different gases at the same temperature have the same average speed?

No; lighter molecules move faster on average.

20
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How does molar mass affect RMS speed at the same temperature?

RMS speed decreases as molar mass increases.

21
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If Kelvin temperature quadruples, what happens to RMS speed?

It doubles because speed is proportional to the square root of temperature.

22
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What is diffusion?

The spreading and mixing of particles.

23
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What is effusion?

The escape of gas particles through a tiny opening.

24
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Which gases effuse faster under comparable conditions?

Gases with lower molar masses.

25
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What does Graham’s law relate?

Gas diffusion or effusion rates to the inverse square root of molar mass.

26
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What can be said about equal gas volumes at the same pressure and temperature?

They contain equal numbers of molecules.

27
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For equal volumes of gas, what ratio helps compare the number of molecules?

Pressure divided by Kelvin temperature, P/T.

28
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For equal masses of different gases, which has more molecules?

The gas with the lower molar mass.

29
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For equal masses at the same volume and temperature, which gas has higher pressure?

The gas with the lower molar mass because it contains more moles.

30
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What is the gas density equation?

d = PM/RT.

31
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How does pressure affect gas density at constant temperature?

Higher pressure increases density.

32
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How does temperature affect gas density at constant pressure?

Higher temperature decreases density.

33
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How does molar mass affect density at the same pressure and temperature?

Higher molar mass increases density.

34
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What does Dalton’s law state?

Total pressure equals the sum of the gases’ partial pressures.

35
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What is partial pressure?

The pressure a gas in a mixture would exert alone at the same volume and temperature.

36
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How do you calculate mole fraction?

Moles of one gas divided by total moles.

37
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How do you calculate partial pressure in an ideal gas mixture?

Multiply mole fraction by total pressure.

38
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Should mass fraction or mole fraction be used to calculate partial pressure?

Mole fraction.

39
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Under what conditions do real gases behave most ideally?

High temperature and low pressure.

40
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Under what conditions do gases usually deviate most from ideal behavior?

Low temperature and high pressure.

41
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Why does low pressure favor ideal behavior?

Particles are far apart, so attractions and molecular volume have smaller effects.

42
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Why does high temperature favor ideal behavior?

Intermolecular attractions are less important relative to particles’ kinetic energy.

43
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What two real-gas effects does the van der Waals equation correct for?

Intermolecular attractions and finite molecular volume.

44
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What is the van der Waals equation?

[P + a(n/V)^2](V − nb) = nRT.

45
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What does the van der Waals parameter a represent?

The strength of intermolecular attractions.

46
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What does a larger a mean?

Stronger attractions and a larger downward pressure correction, with other variables fixed.

47
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How do intermolecular attractions affect pressure?

They tend to lower pressure by reducing momentum transferred to the walls.

48
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Why is a(n/V)^2 added to P inside the van der Waals equation?

It corrects the measured pressure upward to account for attractions.

49
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What does the van der Waals parameter b represent?

Effective excluded volume per mole associated with molecular size.

50
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What does nb represent?

The total excluded-volume correction for n moles.

51
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What does V − nb represent?

The corrected volume available for molecular motion.

52
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Why is nb subtracted from container volume?

Real molecules occupy space, leaving less available volume.

53
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How does the excluded-volume correction affect predicted pressure?

It raises pressure compared with using the full container volume.

54
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What does a larger b do when other variables stay fixed?

It decreases available volume and increases the pressure contribution.

55
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What is the van der Waals equation solved for pressure?

P = nRT/(V − nb) − a(n/V)^2.

56
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Can real gas pressure be higher than ideal gas pressure?

Yes; excluded-volume effects can outweigh attractions.

57
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Can real gas pressure be lower than ideal gas pressure?

Yes; attractions can outweigh excluded-volume effects.

58
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When does van der Waals behavior approach ideal behavior?

When nb is small compared with V and the attraction correction is small.

59
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What must you do if a van der Waals problem gives gas mass?

Convert mass to moles before substituting.

60
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What quantity is squared in the van der Waals attraction correction?

The entire ratio n/V.

61
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What is a memory aid for a and b?

a means attractions; b means bulk or molecular size.