PHYS 12C Lecture

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Last updated 10:10 AM on 10/17/26
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63 Terms

1
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What is a phase change?

A transition between solid, liquid, and gas in which the physical state of a substance changes.

2
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What is melting?

The phase change from solid to liquid.

3
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What is freezing?

The phase change from liquid to solid.

4
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What is vaporization or boiling?

The phase change from liquid to gas.

5
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What is condensation?

The phase change from gas to liquid.

6
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What is sublimation?

The phase change directly from solid to gas.

7
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What is heat capacity C?

The amount of heat required to change the temperature of an entire object by one degree.

8
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What is specific heat c?

The heat required to raise the temperature of 1 kg of a particular substance by 1°C or 1 K.

9
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What is the equation for heating or cooling without a phase change?

Q = mcΔT = mc(Tf - Ti).

10
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What are the SI units of specific heat?

J/(kg·K).

11
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What does positive Q mean in Q = mcΔT?

The substance gains heat and its temperature increases.

12
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What does negative Q mean in Q = mcΔT?

The substance loses heat and its temperature decreases.

13
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Do Celsius and kelvin temperature changes have the same numerical value?

Yes. A change of 1°C equals a change of 1 K.

14
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Which requires more energy to heat by the same temperature: water or an equal mass of metal?

Water because it has a higher specific heat.

15
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Why does water heat and cool more slowly than most metals?

Water has a much higher specific heat, so it requires more energy for the same temperature change.

16
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How do large bodies of water affect nearby climates?

Their high specific heat moderates temperature changes and contributes to land and sea breezes.

17
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What is latent heat or heat of transformation L?

The energy required per unit mass to complete a phase change without changing temperature.

18
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What equation is used during a phase change?

Q = mL.

19
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What are the SI units of latent heat?

J/kg.

20
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What is latent heat of fusion LF?

The energy per unit mass required to melt a solid or released when a liquid freezes.

21
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What is latent heat of vaporization LV?

The energy per unit mass required to vaporize a liquid or released when a gas condenses.

22
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What happens to temperature during a phase change?

It remains constant even though energy is being absorbed or released.

23
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Where does added energy go during a phase change?

It changes the molecular arrangement and potential energy instead of raising temperature.

24
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When should Q = mcΔT be used?

When the substance stays in one phase while its temperature changes.

25
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When should Q = mL be used?

When the substance changes phase at constant temperature.

26
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How do you solve a heating problem involving multiple phases?

Divide it into separate temperature-change and phase-change steps, calculate each Q, and add them.

27
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How much energy heats 1 g of ice from -30°C to 0°C in the lecture example?

62.7 J using Q = mciceΔT.

28
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How much energy melts 1 g of ice at 0°C?

333 J using Q = mLF.

29
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How much energy heats 1 g of water from 0°C to 100°C?

419 J using Q = mcwaterΔT.

30
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How much energy boils 1 g of water at 100°C?

2,260 J using Q = mLV.

31
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How much energy heats 1 g of steam from 100°C to 120°C?

40.2 J using Q = mcsteamΔT.

32
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How much total energy converts 1 g of ice at -30°C into steam at 120°C?

Approximately 3,110 J.

33
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Which step requires the most energy when converting ice at -30°C to steam at 120°C?

Boiling the liquid water at 100°C because the latent heat of vaporization is very large.

34
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What is calorimetry?

A method of measuring heat transfer by observing temperature changes in an isolated system.

35
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What is a calorimeter?

A device designed to reduce energy exchange between a system and its surroundings.

36
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What conservation equation applies in an ideal isolated calorimeter?

Qlost + Qgained = 0.

37
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If a hot sample is placed into cooler water, what occurs?

The sample loses heat while the water gains the same amount of heat until equilibrium is reached.

38
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What final-temperature condition applies in calorimetry?

All objects in thermal contact eventually reach the same final equilibrium temperature.

39
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State the First Law of Thermodynamics using the course convention.

ΔEint = Q + W, where W is work done on the system.

40
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For an ideal gas, what determines internal energy?

Internal energy depends directly on temperature.

41
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What does an isothermal process imply for an ideal gas?

Temperature is constant, so ΔEint = 0.

42
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For an isothermal ideal-gas process, how are Q and W related?

Q = -W.

43
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What is an isochoric process?

A constant-volume process.

44
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What are W and ΔEint for an isochoric process?

W = 0, so ΔEint = Q.

45
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What is an adiabatic process?

A process in which no heat enters or leaves the system.

46
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What are Q and ΔEint for an adiabatic process?

Q = 0, so ΔEint = W.

47
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What is the general equation for work done on a gas?

W = -∫ from Vi to Vf p dV.

48
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What does the area under a pV curve represent?

The magnitude of the work; work done on the gas is the negative of the signed area under the curve.

49
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What is the sign of W during gas expansion?

W is negative because the gas performs work on its surroundings.

50
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What is the sign of W during gas compression?

W is positive because the surroundings perform work on the gas.

51
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What is the work during a constant-volume process?

W = 0 because ΔV = 0.

52
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What is the work during a constant-pressure process?

W = -pΔV.

53
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What is the work during an isothermal ideal-gas process?

W = -nRT ln(Vf/Vi).

54
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During isothermal expansion, what are the signs of ΔEint, W, and Q?

ΔEint = 0, W < 0, and Q > 0.

55
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Why must heat enter a gas during isothermal expansion?

The gas does work on the environment, but its temperature and internal energy remain constant, so heat must replace the lost energy.

56
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During isothermal compression, what are the signs of ΔEint, W, and Q?

ΔEint = 0, W > 0, and Q < 0.

57
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How is work calculated for a multistep path on a pV diagram?

Calculate the work for each segment and add the values, including their signs.

58
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What is the equation for temperature at a point on a pV diagram?

T = pV/(nR).

59
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For a fixed amount of ideal gas, what do points on the same isotherm share?

The same value of pV and therefore the same temperature.

60
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What shape is an isotherm on a pV diagram?

A downward-curving hyperbola described by p = nRT/V.

61
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An ideal gas has p = 1.5 atm, V = 3,000 cm³, and n = 0.1 mol. What is its temperature?

After converting to SI units, T = pV/(nR) ≈ 549 K.

62
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What is a common mistake in multistep heating problems?

Using one Q = mcΔT calculation across a phase change instead of separating each stage.

63
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What is a common mistake with pV work?

Forgetting the negative sign because the course defines W as work done on the gas.