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Heat Matter Lowersixth Science Physics
 

Heat Matter Lowersixth Science PhysicsVersión en línea

Test your understanding of thermal energy and heat capacity.

por YAKILI LMS
1

Energy transfer as heat can occur without any temperature difference.

2

The principle of energy conservation does not apply to open systems.

3

The kinetic theory of gases does not relate to heat capacities.

4

Q = mcΔT is valid for a gas at constant pressure only.

5

Specific heat capacity is the amount of heat required to raise the temperature of 1 kilogram of a substance by 10 degrees Celsius.

6

In solids and liquids Cp is often close to Cv and their molecular volume changes are small.

7

Heat capacity describes how much energy is needed to change the volume of a substance by a fixed amount.

8

The higher the Cp, the more heat is required to raise temperature at constant pressure.

9

Specific heat capacity is the amount of heat required to raise the temperature of 1 gram of a substance by 1 degree Celsius.

10

Molar heat capacity of a gas is the heat required to raise the temperature of one mole by 1 K.

11

Cp is the molar heat capacity at constant pressure; Cv is at constant volume.

12

Heat flow occurs from higher to lower temperature spontaneously.

13

Energy conservation allows heat to be created during phase changes.

14

Molar heat capacity is only defined for liquids.

15

For any gas, Cp is always less than Cv.

16

Energy conservation means total energy in an isolated system is constant; heat transfer does not create or destroy energy.

17

Cv depends on pressure for an ideal gas.

18

Cp and Cv are always equal for all substances regardless of phase.

19

Cp and Cv are independent of temperature for most solids and liquids.

20

For ideal gases, Cp = Cv + R.

21

A higher Cp means less energy is required to raise temperature at constant pressure.

22

Heat flow occurs from lower to higher temperature spontaneously without energy input.

23

At constant volume, no work is done by the gas, so Cp and Cv are equal for all gases.

24

Thermal energy is the total internal energy of the particles in a substance.

25

The molar heat capacity of a gas is always the same as that of a liquid.

26

A substance with low specific heat capacity stores more heat for the same temperature rise than one with high specific heat capacity.

27

The concept of heat capacity is only applicable to solids, not gases.

28

The units of heat capacity are joules per kelvin per mole (J/(K·mol)) for all cases.

29

For a monatomic ideal gas, Cv = (3/2)R and Cp = (5/2)R.

30

A gas's Cp equals the energy needed to raise the temperature of the gas at constant pressure by 1 K for one mole.

31

Cp > Cv for gases because doing work during expansion requires energy.

32

Gases have no molar heat capacity at constant pressure.

33

Low specific heat capacity materials absorb more heat for a given temperature rise.

34

A substance with high specific heat capacity heats up and cools down faster than one with low capacity.

35

In solids Cp is always greater than Cv.

36

Thermal energy is the total internal energy of a system due to microscopic motion.

37

Heat flow follows the conservation of energy, transferring energy from regions of higher to lower temperature.

38

Heat flow can violate energy conservation.

39

The rate of heat flow is independent of the material's thermal conductivity.

40

The concept of heat capacity does not apply to gases at all.

41

Molar heat capacity of a gas is always equal to 3R per mole.

42

Molar heat capacity refers to the amount of heat needed to raise the temperature of 1 mole of a substance by 1 kelvin in any phase.

43

For ideal gases, Cp > Cv because heating at constant pressure also provides work to expand the gas.

44

Cp equals Cv for all gases.

45

Specific heat capacity has units of J/(mol·K).

46

Heat can spontaneously flow from cold to hot under normal conditions.

47

Specific heat capacity is the amount of heat required to raise the temperature of 1 liter of a substance by 1 degree Celsius.

48

Energy conservation does not apply to open systems.

49

Heat capacity is independent of temperature.

50

For an ideal gas, Cp − Cv = R, so Cp > Cv.

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